From 6e4ffcc292deef4ce0fdac3a3c57662907a71a0c Mon Sep 17 00:00:00 2001 From: EHP Date: Sun, 20 Oct 2019 18:14:55 +0200 Subject: [PATCH] Computed features --- export.py | 22 +- external.ipynb | 347 ++++++++---------- .../bonitoo/inference/CacheInference.java | 97 +++-- .../aprar/bonitoo/inference/FlightData.java | 74 ++-- .../bonitoo/inference/CacheInferenceTest.java | 104 +++--- .../src/test/resources/model/encoder.json | 2 +- .../test/resources/model/xgboost-model.bin | Bin 1829971 -> 2851036 bytes runner.py | 11 +- src/train_model.py | 136 ++++--- xgboost load.ipynb | 82 +++-- 10 files changed, 455 insertions(+), 420 deletions(-) diff --git a/export.py b/export.py index 62b330f..8374f28 100644 --- a/export.py +++ b/export.py @@ -13,19 +13,17 @@ fieldnames = [ 'flight.inboundSegments.arrival', 'flight.inboundSegments.origin.airportCode', 'flight.inboundSegments.destination.airportCode', + 'flight.inboundSegments.airline.code', 'flight.outboundSegments.departure', 'flight.outboundSegments.arrival', 'flight.outboundSegments.origin.airportCode', 'flight.outboundSegments.destination.airportCode', + 'flight.outboundSegments.airline.code', 'input.price', - 'input.tax', - 'input.currency', 'success', - 'status', 'output.price', - 'output.tax', - 'output.currency', - 'duration' + 'cacheAt', + 'cacheExp' ] counter = 0 @@ -50,15 +48,13 @@ with open('export.csv', mode='w') as ef: [x['origin']['airportCode'] for x in it['flight']['outboundSegments']]), 'flight.outboundSegments.destination.airportCode': '|'.join( [x['destination']['airportCode'] for x in it['flight']['outboundSegments']]), + 'flight.outboundSegments.airline.code': '|'.join( + [x['airline']['code'] for x in it['flight']['outboundSegments']]), 'input.price': it['input']['price'], - 'input.tax': it['input']['tax'], - 'input.currency': it['input']['currency'], 'success': it['success'], - 'status': it.get('status', ''), 'output.price': it.get('output', {'price': 0})['price'], - 'output.tax': it.get('output', {'tax': 0})['tax'], - 'output.currency': it.get('output', {'currency': 0})['currency'], - 'duration': it['duration'] + 'cacheAt': it.get('cacheAt').isoformat() if it.get('cacheAt', None) else '', + 'cacheExp': it.get('cacheExp').isoformat() if it.get('cacheExp', None) else '' } if 'inboundSegments' in it['flight']: @@ -71,6 +67,8 @@ with open('export.csv', mode='w') as ef: [x['origin']['airportCode'] for x in it['flight']['inboundSegments']]), 'flight.inboundSegments.destination.airportCode': '|'.join( [x['destination']['airportCode'] for x in it['flight']['inboundSegments']]), + 'flight.inboundSegments.airline.code': '|'.join( + [x['airline']['code'] for x in it['flight']['inboundSegments']]), } d = {**d, **inb} writer.writerow(d) diff --git a/external.ipynb b/external.ipynb index 9e0e541..08da7a6 100644 --- a/external.ipynb +++ b/external.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 1, + "execution_count": 3, "metadata": {}, "outputs": [], "source": [ @@ -17,7 +17,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 4, "metadata": {}, "outputs": [], "source": [ @@ -29,7 +29,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 33, "metadata": {}, "outputs": [], "source": [ @@ -38,7 +38,7 @@ }, { "cell_type": "code", - "execution_count": 50, + "execution_count": 77, "metadata": {}, "outputs": [], "source": [ @@ -54,19 +54,22 @@ " framework_version='0.90-1',\n", " py_version='py3',\n", " hyperparameters={\n", - " 'bonitoo_price_limit': 1000,\n", - " 'num_round': 15,\n", + " 'bonitoo_price_pos_abs': 1000,\n", + " 'bonitoo_price_neg_abs': 200,\n", + " 'bonitoo_price_pos_perc': 0.05,\n", + " 'bonitoo_price_neg_perc': 0.05,\n", + " 'num_round': 20,\n", " 'max_depth': 15,\n", " 'eta': 0.5,\n", " 'num_class': 8,\n", - " 'objective': 'multi:softmax',\n", + " 'objective': 'multi:softprob',\n", " 'eval_metric': 'mlogloss'\n", " })" ] }, { "cell_type": "code", - "execution_count": 51, + "execution_count": 78, "metadata": { "scrolled": true }, @@ -75,194 +78,158 @@ "name": "stdout", "output_type": "stream", "text": [ - "Creating tmptao5hpuc_algo-1-x6dhm_1 ... \n", - "\u001b[1BAttaching to tmptao5hpuc_algo-1-x6dhm_12mdone\u001b[0m\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m INFO:sagemaker-containers:Imported framework sagemaker_xgboost_container.training\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m INFO:sagemaker-containers:No GPUs detected (normal if no gpus installed)\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m INFO:sagemaker_xgboost_container.training:Invoking user training script.\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m INFO:sagemaker-containers:Module train_model does not provide a setup.py. \n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m Generating setup.py\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m INFO:sagemaker-containers:Generating setup.cfg\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m INFO:sagemaker-containers:Generating MANIFEST.in\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m INFO:sagemaker-containers:Installing module with the following command:\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m /usr/bin/python3 -m pip install . -r requirements.txt\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m Processing /opt/ml/code\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m Requirement already satisfied: pandas in /usr/local/lib/python3.5/dist-packages (from -r requirements.txt (line 1)) (0.24.2)\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m Requirement already satisfied: numpy in /usr/local/lib/python3.5/dist-packages (from -r requirements.txt (line 2)) (1.17.2)\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m Requirement already satisfied: pytz>=2011k in /usr/local/lib/python3.5/dist-packages (from pandas->-r requirements.txt (line 1)) (2019.2)\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m Requirement already satisfied: python-dateutil>=2.5.0 in /usr/local/lib/python3.5/dist-packages (from pandas->-r requirements.txt (line 1)) (2.8.0)\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m Requirement already satisfied: six>=1.5 in /usr/local/lib/python3.5/dist-packages (from python-dateutil>=2.5.0->pandas->-r requirements.txt (line 1)) (1.12.0)\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m Building wheels for collected packages: train-model\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m Building wheel for train-model (setup.py) ... \u001b[?25ldone\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \u001b[?25h Created wheel for train-model: filename=train_model-1.0.0-py2.py3-none-any.whl size=6578 sha256=f2f4bac7a2d0260f534e32b3ac0341fb291f30669499adf59ead09aa62b7ccc5\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m Stored in directory: /tmp/pip-ephem-wheel-cache-vdfjugbr/wheels/35/24/16/37574d11bf9bde50616c67372a334f94fa8356bc7164af8ca3\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m Successfully built train-model\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m Installing collected packages: train-model\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m Successfully installed train-model-1.0.0\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m INFO:sagemaker-containers:No GPUs detected (normal if no gpus installed)\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m INFO:sagemaker-containers:Invoking user script\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m Training Env:\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m {\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"network_interface_name\": \"eth0\",\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"hosts\": [\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"algo-1-x6dhm\"\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m ],\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"log_level\": 20,\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"input_config_dir\": \"/opt/ml/input/config\",\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"framework_module\": \"sagemaker_xgboost_container.training:main\",\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"input_dir\": \"/opt/ml/input\",\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"channel_input_dirs\": {\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"training\": \"/opt/ml/input/data/training\"\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m },\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"num_gpus\": 0,\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"job_name\": \"sagemaker-xgboost-2019-10-05-20-16-58-398\",\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"output_intermediate_dir\": \"/opt/ml/output/intermediate\",\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"user_entry_point\": \"train_model.py\",\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"current_host\": \"algo-1-x6dhm\",\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"module_dir\": \"s3://sagemaker-eu-central-1-029917565482/sagemaker-xgboost-2019-10-05-20-16-58-398/source/sourcedir.tar.gz\",\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"master_hostname\": \"algo-1-x6dhm\",\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"module_name\": \"train_model\",\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"resource_config\": {\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"current_host\": \"algo-1-x6dhm\",\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"hosts\": [\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"algo-1-x6dhm\"\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m ]\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m },\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"additional_framework_parameters\": {},\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"num_cpus\": 6,\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"output_data_dir\": \"/opt/ml/output/data\",\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"input_data_config\": {\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"training\": {\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"TrainingInputMode\": \"File\"\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m }\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m },\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"is_master\": true,\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"hyperparameters\": {\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"bonitoo_price_limit\": 1000,\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"max_depth\": 15,\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"objective\": \"multi:softmax\",\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"num_class\": 8,\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"eta\": 0.5,\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"eval_metric\": \"mlogloss\",\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"num_round\": 15\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m },\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"output_dir\": \"/opt/ml/output\",\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"model_dir\": \"/opt/ml/model\"\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m }\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m Environment variables:\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_INPUT_CONFIG_DIR=/opt/ml/input/config\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_HP_MAX_DEPTH=15\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_LOG_LEVEL=20\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_OUTPUT_DIR=/opt/ml/output\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_NUM_CPUS=6\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_CHANNELS=[\"training\"]\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_HP_NUM_ROUND=15\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_HP_OBJECTIVE=multi:softmax\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_OUTPUT_DATA_DIR=/opt/ml/output/data\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_FRAMEWORK_MODULE=sagemaker_xgboost_container.training:main\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_NETWORK_INTERFACE_NAME=eth0\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_INPUT_DATA_CONFIG={\"training\":{\"TrainingInputMode\":\"File\"}}\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_FRAMEWORK_PARAMS={}\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_HPS={\"bonitoo_price_limit\":1000,\"eta\":0.5,\"eval_metric\":\"mlogloss\",\"max_depth\":15,\"num_class\":8,\"num_round\":15,\"objective\":\"multi:softmax\"}\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m PYTHONPATH=/usr/local/bin:/:/usr/local/lib/python3.5/dist-packages/xgboost/dmlc-core/tracker:/usr/lib/python35.zip:/usr/lib/python3.5:/usr/lib/python3.5/plat-x86_64-linux-gnu:/usr/lib/python3.5/lib-dynload:/usr/local/lib/python3.5/dist-packages:/usr/lib/python3/dist-packages\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_RESOURCE_CONFIG={\"current_host\":\"algo-1-x6dhm\",\"hosts\":[\"algo-1-x6dhm\"]}\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_NUM_GPUS=0\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_HP_ETA=0.5\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_HP_NUM_CLASS=8\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_MODULE_DIR=s3://sagemaker-eu-central-1-029917565482/sagemaker-xgboost-2019-10-05-20-16-58-398/source/sourcedir.tar.gz\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_USER_ARGS=[\"--bonitoo_price_limit\",\"1000\",\"--eta\",\"0.5\",\"--eval_metric\",\"mlogloss\",\"--max_depth\",\"15\",\"--num_class\",\"8\",\"--num_round\",\"15\",\"--objective\",\"multi:softmax\"]\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_USER_ENTRY_POINT=train_model.py\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_CURRENT_HOST=algo-1-x6dhm\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_INPUT_DIR=/opt/ml/input\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_CHANNEL_TRAINING=/opt/ml/input/data/training\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_OUTPUT_INTERMEDIATE_DIR=/opt/ml/output/intermediate\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_HP_EVAL_METRIC=mlogloss\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_MODULE_NAME=train_model\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_HP_BONITOO_PRICE_LIMIT=1000\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_HOSTS=[\"algo-1-x6dhm\"]\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_TRAINING_ENV={\"additional_framework_parameters\":{},\"channel_input_dirs\":{\"training\":\"/opt/ml/input/data/training\"},\"current_host\":\"algo-1-x6dhm\",\"framework_module\":\"sagemaker_xgboost_container.training:main\",\"hosts\":[\"algo-1-x6dhm\"],\"hyperparameters\":{\"bonitoo_price_limit\":1000,\"eta\":0.5,\"eval_metric\":\"mlogloss\",\"max_depth\":15,\"num_class\":8,\"num_round\":15,\"objective\":\"multi:softmax\"},\"input_config_dir\":\"/opt/ml/input/config\",\"input_data_config\":{\"training\":{\"TrainingInputMode\":\"File\"}},\"input_dir\":\"/opt/ml/input\",\"is_master\":true,\"job_name\":\"sagemaker-xgboost-2019-10-05-20-16-58-398\",\"log_level\":20,\"master_hostname\":\"algo-1-x6dhm\",\"model_dir\":\"/opt/ml/model\",\"module_dir\":\"s3://sagemaker-eu-central-1-029917565482/sagemaker-xgboost-2019-10-05-20-16-58-398/source/sourcedir.tar.gz\",\"module_name\":\"train_model\",\"network_interface_name\":\"eth0\",\"num_cpus\":6,\"num_gpus\":0,\"output_data_dir\":\"/opt/ml/output/data\",\"output_dir\":\"/opt/ml/output\",\"output_intermediate_dir\":\"/opt/ml/output/intermediate\",\"resource_config\":{\"current_host\":\"algo-1-x6dhm\",\"hosts\":[\"algo-1-x6dhm\"]},\"user_entry_point\":\"train_model.py\"}\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m SM_MODEL_DIR=/opt/ml/model\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m Invoking script with the following command:\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m /usr/bin/python3 -m train_model --bonitoo_price_limit 1000 --eta 0.5 --eval_metric mlogloss --max_depth 15 --num_class 8 --num_round 15 --objective multi:softmax\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \n" + "Creating tmpsn7kurwo_algo-1-hibva_1 ... \n", + "\u001b[1BAttaching to tmpsn7kurwo_algo-1-hibva_12mdone\u001b[0m\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m INFO:sagemaker-containers:Imported framework sagemaker_xgboost_container.training\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m INFO:sagemaker-containers:No GPUs detected (normal if no gpus installed)\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m INFO:sagemaker_xgboost_container.training:Invoking user training script.\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m INFO:sagemaker-containers:Module train_model does not provide a setup.py. \n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m Generating setup.py\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m INFO:sagemaker-containers:Generating setup.cfg\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m INFO:sagemaker-containers:Generating MANIFEST.in\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m INFO:sagemaker-containers:Installing module with the following command:\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m /miniconda3/bin/python -m pip install . -r requirements.txt\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m Processing /opt/ml/code\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m Requirement already satisfied: pandas in /miniconda3/lib/python3.7/site-packages (from -r requirements.txt (line 1)) (0.25.1)\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m Requirement already satisfied: numpy in /miniconda3/lib/python3.7/site-packages (from -r requirements.txt (line 2)) (1.17.2)\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m Requirement already satisfied: python-dateutil>=2.6.1 in /miniconda3/lib/python3.7/site-packages (from pandas->-r requirements.txt (line 1)) (2.8.0)\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m Requirement already satisfied: pytz>=2017.2 in /miniconda3/lib/python3.7/site-packages (from pandas->-r requirements.txt (line 1)) (2019.3)\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m Requirement already satisfied: six>=1.5 in /miniconda3/lib/python3.7/site-packages (from python-dateutil>=2.6.1->pandas->-r requirements.txt (line 1)) (1.12.0)\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m Building wheels for collected packages: train-model\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m Building wheel for train-model (setup.py) ... \u001b[?25ldone\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \u001b[?25h Created wheel for train-model: filename=train_model-1.0.0-py2.py3-none-any.whl size=12596 sha256=1e1372c49fcc19ef6d93ad652d2e5c79e5855068be011b19b2273a3aff1b098f\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m Stored in directory: /tmp/pip-ephem-wheel-cache-yjganydo/wheels/35/24/16/37574d11bf9bde50616c67372a334f94fa8356bc7164af8ca3\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m Successfully built train-model\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m Installing collected packages: train-model\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m Successfully installed train-model-1.0.0\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m INFO:sagemaker-containers:No GPUs detected (normal if no gpus installed)\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m INFO:sagemaker-containers:Invoking user script\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m Training Env:\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m {\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"additional_framework_parameters\": {},\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"channel_input_dirs\": {\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"training\": \"/opt/ml/input/data/training\"\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m },\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"current_host\": \"algo-1-hibva\",\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"framework_module\": \"sagemaker_xgboost_container.training:main\",\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"hosts\": [\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"algo-1-hibva\"\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m ],\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"hyperparameters\": {\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"bonitoo_price_pos_abs\": 1000,\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"bonitoo_price_neg_abs\": 200,\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"bonitoo_price_pos_perc\": 0.05,\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"bonitoo_price_neg_perc\": 0.05,\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"num_round\": 20,\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"max_depth\": 15,\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"eta\": 0.5,\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"num_class\": 8,\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"objective\": \"multi:softprob\",\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"eval_metric\": \"mlogloss\"\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m },\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"input_config_dir\": \"/opt/ml/input/config\",\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"input_data_config\": {\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"training\": {\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"TrainingInputMode\": \"File\"\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m }\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m },\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"input_dir\": \"/opt/ml/input\",\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"is_master\": true,\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"job_name\": \"sagemaker-xgboost-2019-10-19-17-27-30-738\",\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"log_level\": 20,\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"master_hostname\": \"algo-1-hibva\",\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"model_dir\": \"/opt/ml/model\",\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"module_dir\": \"s3://sagemaker-eu-central-1-029917565482/sagemaker-xgboost-2019-10-19-17-27-30-738/source/sourcedir.tar.gz\",\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"module_name\": \"train_model\",\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"network_interface_name\": \"eth0\",\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"num_cpus\": 4,\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"num_gpus\": 0,\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"output_data_dir\": \"/opt/ml/output/data\",\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"output_dir\": \"/opt/ml/output\",\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"output_intermediate_dir\": \"/opt/ml/output/intermediate\",\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"resource_config\": {\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"current_host\": \"algo-1-hibva\",\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"hosts\": [\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"algo-1-hibva\"\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m ]\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m },\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \"user_entry_point\": \"train_model.py\"\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m }\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m Environment variables:\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_HOSTS=[\"algo-1-hibva\"]\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_NETWORK_INTERFACE_NAME=eth0\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_HPS={\"bonitoo_price_neg_abs\":200,\"bonitoo_price_neg_perc\":0.05,\"bonitoo_price_pos_abs\":1000,\"bonitoo_price_pos_perc\":0.05,\"eta\":0.5,\"eval_metric\":\"mlogloss\",\"max_depth\":15,\"num_class\":8,\"num_round\":20,\"objective\":\"multi:softprob\"}\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_USER_ENTRY_POINT=train_model.py\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_FRAMEWORK_PARAMS={}\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_RESOURCE_CONFIG={\"current_host\":\"algo-1-hibva\",\"hosts\":[\"algo-1-hibva\"]}\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_INPUT_DATA_CONFIG={\"training\":{\"TrainingInputMode\":\"File\"}}\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_OUTPUT_DATA_DIR=/opt/ml/output/data\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_CHANNELS=[\"training\"]\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_CURRENT_HOST=algo-1-hibva\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_MODULE_NAME=train_model\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_LOG_LEVEL=20\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_FRAMEWORK_MODULE=sagemaker_xgboost_container.training:main\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_INPUT_DIR=/opt/ml/input\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_INPUT_CONFIG_DIR=/opt/ml/input/config\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_OUTPUT_DIR=/opt/ml/output\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_NUM_CPUS=4\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_NUM_GPUS=0\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_MODEL_DIR=/opt/ml/model\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_MODULE_DIR=s3://sagemaker-eu-central-1-029917565482/sagemaker-xgboost-2019-10-19-17-27-30-738/source/sourcedir.tar.gz\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_TRAINING_ENV={\"additional_framework_parameters\":{},\"channel_input_dirs\":{\"training\":\"/opt/ml/input/data/training\"},\"current_host\":\"algo-1-hibva\",\"framework_module\":\"sagemaker_xgboost_container.training:main\",\"hosts\":[\"algo-1-hibva\"],\"hyperparameters\":{\"bonitoo_price_neg_abs\":200,\"bonitoo_price_neg_perc\":0.05,\"bonitoo_price_pos_abs\":1000,\"bonitoo_price_pos_perc\":0.05,\"eta\":0.5,\"eval_metric\":\"mlogloss\",\"max_depth\":15,\"num_class\":8,\"num_round\":20,\"objective\":\"multi:softprob\"},\"input_config_dir\":\"/opt/ml/input/config\",\"input_data_config\":{\"training\":{\"TrainingInputMode\":\"File\"}},\"input_dir\":\"/opt/ml/input\",\"is_master\":true,\"job_name\":\"sagemaker-xgboost-2019-10-19-17-27-30-738\",\"log_level\":20,\"master_hostname\":\"algo-1-hibva\",\"model_dir\":\"/opt/ml/model\",\"module_dir\":\"s3://sagemaker-eu-central-1-029917565482/sagemaker-xgboost-2019-10-19-17-27-30-738/source/sourcedir.tar.gz\",\"module_name\":\"train_model\",\"network_interface_name\":\"eth0\",\"num_cpus\":4,\"num_gpus\":0,\"output_data_dir\":\"/opt/ml/output/data\",\"output_dir\":\"/opt/ml/output\",\"output_intermediate_dir\":\"/opt/ml/output/intermediate\",\"resource_config\":{\"current_host\":\"algo-1-hibva\",\"hosts\":[\"algo-1-hibva\"]},\"user_entry_point\":\"train_model.py\"}\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_USER_ARGS=[\"--bonitoo_price_neg_abs\",\"200\",\"--bonitoo_price_neg_perc\",\"0.05\",\"--bonitoo_price_pos_abs\",\"1000\",\"--bonitoo_price_pos_perc\",\"0.05\",\"--eta\",\"0.5\",\"--eval_metric\",\"mlogloss\",\"--max_depth\",\"15\",\"--num_class\",\"8\",\"--num_round\",\"20\",\"--objective\",\"multi:softprob\"]\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_OUTPUT_INTERMEDIATE_DIR=/opt/ml/output/intermediate\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_CHANNEL_TRAINING=/opt/ml/input/data/training\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_HP_BONITOO_PRICE_POS_ABS=1000\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_HP_BONITOO_PRICE_NEG_ABS=200\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_HP_BONITOO_PRICE_POS_PERC=0.05\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_HP_BONITOO_PRICE_NEG_PERC=0.05\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_HP_NUM_ROUND=20\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_HP_MAX_DEPTH=15\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_HP_ETA=0.5\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_HP_NUM_CLASS=8\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_HP_OBJECTIVE=multi:softprob\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m SM_HP_EVAL_METRIC=mlogloss\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m PYTHONPATH=/miniconda3/bin:/:/usr/local/lib/python3.5/dist-packages/xgboost/dmlc-core/tracker:/miniconda3/lib/python37.zip:/miniconda3/lib/python3.7:/miniconda3/lib/python3.7/lib-dynload:/miniconda3/lib/python3.7/site-packages\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m Invoking script with the following command:\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m /miniconda3/bin/python -m train_model --bonitoo_price_neg_abs 200 --bonitoo_price_neg_perc 0.05 --bonitoo_price_pos_abs 1000 --bonitoo_price_pos_perc 0.05 --eta 0.5 --eval_metric mlogloss --max_depth 15 --num_class 8 --num_round 20 --objective multi:softprob\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m ERROR:sagemaker-containers:ExecuteUserScriptError:\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m Command \"/usr/bin/python3 -m train_model --bonitoo_price_limit 1000 --eta 0.5 --eval_metric mlogloss --max_depth 15 --num_class 8 --num_round 15 --objective multi:softmax\"\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m INFO:root:hyperparameters {'num_round': 15, 'num_class': 8, 'objective': 'multi:softmax', 'eta': 0.5, 'max_depth': 15, 'eval_metric': ['mlogloss']}\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m INFO:root:channels {'training': {'TrainingInputMode': 'File'}}\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m INFO:root:Determined delimiter of CSV input is ','\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m INFO:root:Loading csv file export.csv\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m INFO:root:Preprocessing start\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m /usr/local/lib/python3.5/dist-packages/pandas/core/indexing.py:543: SettingWithCopyWarning: \n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m A value is trying to be set on a copy of a slice from a DataFrame.\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m Try using .loc[row_indexer,col_indexer] = value instead\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m See the caveats in the documentation: http://pandas.pydata.org/pandas-docs/stable/indexing.html#indexing-view-versus-copy\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m self.obj[item] = s\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m /usr/local/lib/python3.5/dist-packages/pandas/core/indexing.py:362: SettingWithCopyWarning: \n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m A value is trying to be set on a copy of a slice from a DataFrame.\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m Try using .loc[row_indexer,col_indexer] = value instead\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m See the caveats in the documentation: http://pandas.pydata.org/pandas-docs/stable/indexing.html#indexing-view-versus-copy\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m self.obj[key] = _infer_fill_value(value)\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m INFO:root:Computing cached times\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m INFO:root:Splitting dataset with ration 0.800000\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m /usr/local/lib/python3.5/dist-packages/xgboost/core.py:587: FutureWarning: Series.base is deprecated and will be removed in a future version\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m if getattr(data, 'base', None) is not None and \\\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m /usr/local/lib/python3.5/dist-packages/xgboost/core.py:588: FutureWarning: Series.base is deprecated and will be removed in a future version\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m data.base is not None and isinstance(data, np.ndarray) \\\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m INFO:root:Single node training.\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m INFO:root:Train matrix has 25393 rows\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m INFO:root:Validation matrix has 6314 rows\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m INFO:root:cols: ['index', 'adults', 'children', 'infants', 'input.price', 'input.tax', 'status', 'output.price', 'output.tax', 'duration', 'client.channel_codes', 'type_codes', 'flight.inboundSegments.departure_codes', 'flight.inboundSegments.arrival_codes', 'flight.inboundSegments.origin.airportCode_codes', 'flight.inboundSegments.destination.airportCode_codes', 'flight.inboundSegments.flightNumber_codes', 'flight.inboundSegments.travelClass_codes', 'flight.inboundSegments.bookingCode_codes', 'flight.inboundSegments.availability_codes', 'flight.inboundSegments.elapsedFlyingTime_codes', 'flight.outboundSegments.departure_codes', 'flight.outboundSegments.arrival_codes', 'flight.outboundSegments.origin.airportCode_codes', 'flight.outboundSegments.destination.airportCode_codes', 'flight.outboundSegments.flightNumber_codes', 'flight.outboundSegments.travelClass_codes', 'flight.outboundSegments.bookingCode_codes', 'flight.outboundSegments.availability_codes', 'flight.outboundSegments.elapsedFlyingTime_codes', 'flight.inboundEFT_codes', 'flight.outboundEFT_codes', 'input.currency_codes', 'output.currency_codes', 'oneWay_codes']\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m Traceback (most recent call last):\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m File \"/usr/lib/python3.5/runpy.py\", line 184, in _run_module_as_main\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m \"__main__\", mod_spec)\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m File \"/usr/lib/python3.5/runpy.py\", line 85, in _run_code\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m exec(code, run_globals)\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m File \"/opt/ml/code/train_model.py\", line 417, in \n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m checkpoint_config=checkpoint_config\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m File \"/opt/ml/code/train_model.py\", line 320, in sagemaker_train\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m train_job(**train_args)\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m File \"/opt/ml/code/train_model.py\", line 364, in train_job\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m raise Exception(\"cols: %s\" % str(train_dmatrix.feature_names))\n", - "\u001b[36malgo-1-x6dhm_1 |\u001b[0m Exception: cols: ['index', 'adults', 'children', 'infants', 'input.price', 'input.tax', 'status', 'output.price', 'output.tax', 'duration', 'client.channel_codes', 'type_codes', 'flight.inboundSegments.departure_codes', 'flight.inboundSegments.arrival_codes', 'flight.inboundSegments.origin.airportCode_codes', 'flight.inboundSegments.destination.airportCode_codes', 'flight.inboundSegments.flightNumber_codes', 'flight.inboundSegments.travelClass_codes', 'flight.inboundSegments.bookingCode_codes', 'flight.inboundSegments.availability_codes', 'flight.inboundSegments.elapsedFlyingTime_codes', 'flight.outboundSegments.departure_codes', 'flight.outboundSegments.arrival_codes', 'flight.outboundSegments.origin.airportCode_codes', 'flight.outboundSegments.destination.airportCode_codes', 'flight.outboundSegments.flightNumber_codes', 'flight.outboundSegments.travelClass_codes', 'flight.outboundSegments.bookingCode_codes', 'flight.outboundSegments.availability_codes', 'flight.outboundSegments.elapsedFlyingTime_codes', 'flight.inboundEFT_codes', 'flight.outboundEFT_codes', 'input.currency_codes', 'output.currency_codes', 'oneWay_codes']\n", - "\u001b[36mtmptao5hpuc_algo-1-x6dhm_1 exited with code 1\n", - "\u001b[0mAborting on container exit...\n" - ] - }, - { - "ename": "RuntimeError", - "evalue": "Failed to run: ['docker-compose', '-f', '/tmp/tmptao5hpuc/docker-compose.yaml', 'up', '--build', '--abort-on-container-exit'], Process exited with code: 1", - "output_type": "error", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mRuntimeError\u001b[0m Traceback (most recent call last)", - "\u001b[0;32m~/aprar/bonitoo/.venv/lib/python3.7/site-packages/sagemaker/local/image.py\u001b[0m in \u001b[0;36mtrain\u001b[0;34m(self, input_data_config, output_data_config, hyperparameters, job_name)\u001b[0m\n\u001b[1;32m 147\u001b[0m \u001b[0;32mtry\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 148\u001b[0;31m \u001b[0m_stream_output\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mprocess\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 149\u001b[0m \u001b[0;32mexcept\u001b[0m \u001b[0mRuntimeError\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0me\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;32m~/aprar/bonitoo/.venv/lib/python3.7/site-packages/sagemaker/local/image.py\u001b[0m in \u001b[0;36m_stream_output\u001b[0;34m(process)\u001b[0m\n\u001b[1;32m 656\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mexit_code\u001b[0m \u001b[0;34m!=\u001b[0m \u001b[0;36m0\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 657\u001b[0;31m \u001b[0;32mraise\u001b[0m \u001b[0mRuntimeError\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"Process exited with code: %s\"\u001b[0m \u001b[0;34m%\u001b[0m \u001b[0mexit_code\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 658\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;31mRuntimeError\u001b[0m: Process exited with code: 1", - "\nDuring handling of the above exception, another exception occurred:\n", - "\u001b[0;31mRuntimeError\u001b[0m Traceback (most recent call last)", - "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mestimator\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mtf\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mfit\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m{\u001b[0m\u001b[0;34m'training'\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mtrain_input\u001b[0m\u001b[0;34m}\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 2\u001b[0m \u001b[0;31m#estimator = sklearn.attach('sagemaker-scikit-learn-2019-01-25-16-34-38-829')\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;32m~/aprar/bonitoo/.venv/lib/python3.7/site-packages/sagemaker/estimator.py\u001b[0m in \u001b[0;36mfit\u001b[0;34m(self, inputs, wait, logs, job_name)\u001b[0m\n\u001b[1;32m 337\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_prepare_for_training\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mjob_name\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mjob_name\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 338\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 339\u001b[0;31m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mlatest_training_job\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0m_TrainingJob\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mstart_new\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0minputs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 340\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mwait\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 341\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mlatest_training_job\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mwait\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mlogs\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mlogs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;32m~/aprar/bonitoo/.venv/lib/python3.7/site-packages/sagemaker/estimator.py\u001b[0m in \u001b[0;36mstart_new\u001b[0;34m(cls, estimator, inputs)\u001b[0m\n\u001b[1;32m 861\u001b[0m \u001b[0mcls\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_add_spot_checkpoint_args\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mlocal_mode\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mestimator\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtrain_args\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 862\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 863\u001b[0;31m \u001b[0mestimator\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msagemaker_session\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtrain\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m**\u001b[0m\u001b[0mtrain_args\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 864\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 865\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0mcls\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mestimator\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msagemaker_session\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mestimator\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_current_job_name\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;32m~/aprar/bonitoo/.venv/lib/python3.7/site-packages/sagemaker/session.py\u001b[0m in \u001b[0;36mtrain\u001b[0;34m(self, input_mode, input_config, role, job_name, output_config, resource_config, vpc_config, hyperparameters, stop_condition, tags, metric_definitions, enable_network_isolation, image, algorithm_arn, encrypt_inter_container_traffic, train_use_spot_instances, checkpoint_s3_uri, checkpoint_local_path)\u001b[0m\n\u001b[1;32m 390\u001b[0m \u001b[0mLOGGER\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0minfo\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"Creating training-job with name: %s\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mjob_name\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 391\u001b[0m \u001b[0mLOGGER\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdebug\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"train request: %s\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mjson\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdumps\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtrain_request\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mindent\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;36m4\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 392\u001b[0;31m 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\u001b[0mkwargs\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m\"HyperParameters\"\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0;34m\"HyperParameters\"\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mkwargs\u001b[0m \u001b[0;32melse\u001b[0m \u001b[0;34m{\u001b[0m\u001b[0;34m}\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 101\u001b[0;31m \u001b[0mtraining_job\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mstart\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mInputDataConfig\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mOutputDataConfig\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mhyperparameters\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mTrainingJobName\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 102\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 103\u001b[0m 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\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mend_time\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mdatetime\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdatetime\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mnow\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;32m~/aprar/bonitoo/.venv/lib/python3.7/site-packages/sagemaker/local/image.py\u001b[0m in \u001b[0;36mtrain\u001b[0;34m(self, input_data_config, output_data_config, hyperparameters, job_name)\u001b[0m\n\u001b[1;32m 151\u001b[0m \u001b[0;31m# which contains the exit code and append the command line to it.\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 152\u001b[0m \u001b[0mmsg\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m\"Failed to run: %s, %s\"\u001b[0m \u001b[0;34m%\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mcompose_command\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mstr\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0me\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 153\u001b[0;31m \u001b[0;32mraise\u001b[0m \u001b[0mRuntimeError\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mmsg\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 154\u001b[0m \u001b[0;32mfinally\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 155\u001b[0m \u001b[0martifacts\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mretrieve_artifacts\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mcompose_data\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0moutput_data_config\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mjob_name\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;31mRuntimeError\u001b[0m: Failed to run: ['docker-compose', '-f', '/tmp/tmptao5hpuc/docker-compose.yaml', 'up', '--build', '--abort-on-container-exit'], Process exited with code: 1" + "\u001b[36malgo-1-hibva_1 |\u001b[0m [0]\ttrain-mlogloss:0.848017\tvalidation-mlogloss:0.922091\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m [1]\ttrain-mlogloss:0.578424\tvalidation-mlogloss:0.697124\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m [2]\ttrain-mlogloss:0.419099\tvalidation-mlogloss:0.572552\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m [3]\ttrain-mlogloss:0.31692\tvalidation-mlogloss:0.497591\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m [4]\ttrain-mlogloss:0.247843\tvalidation-mlogloss:0.450857\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m [5]\ttrain-mlogloss:0.20313\tvalidation-mlogloss:0.42247\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m [6]\ttrain-mlogloss:0.171749\tvalidation-mlogloss:0.404928\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m [7]\ttrain-mlogloss:0.15009\tvalidation-mlogloss:0.393772\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m [8]\ttrain-mlogloss:0.133377\tvalidation-mlogloss:0.385623\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m [9]\ttrain-mlogloss:0.120209\tvalidation-mlogloss:0.378456\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m [10]\ttrain-mlogloss:0.110155\tvalidation-mlogloss:0.374374\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m [11]\ttrain-mlogloss:0.09938\tvalidation-mlogloss:0.36958\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m [12]\ttrain-mlogloss:0.092882\tvalidation-mlogloss:0.366292\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m [13]\ttrain-mlogloss:0.085552\tvalidation-mlogloss:0.363469\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m [14]\ttrain-mlogloss:0.079976\tvalidation-mlogloss:0.363688\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m [15]\ttrain-mlogloss:0.075524\tvalidation-mlogloss:0.36325\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m [16]\ttrain-mlogloss:0.069857\tvalidation-mlogloss:0.36269\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m [17]\ttrain-mlogloss:0.065141\tvalidation-mlogloss:0.361854\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m [18]\ttrain-mlogloss:0.062355\tvalidation-mlogloss:0.361638\n", + "\u001b[36malgo-1-hibva_1 |\u001b[0m [19]\ttrain-mlogloss:0.060227\tvalidation-mlogloss:0.361047\n", + "\u001b[36mtmpsn7kurwo_algo-1-hibva_1 exited with code 0\n", + "\u001b[0mAborting on container exit...\n", + "===== Job Complete =====\n" ] } ], diff --git a/inference/src/main/java/cz/aprar/bonitoo/inference/CacheInference.java b/inference/src/main/java/cz/aprar/bonitoo/inference/CacheInference.java index d457684..ec5f709 100644 --- a/inference/src/main/java/cz/aprar/bonitoo/inference/CacheInference.java +++ b/inference/src/main/java/cz/aprar/bonitoo/inference/CacheInference.java @@ -12,8 +12,12 @@ import java.io.IOException; import java.io.InputStream; import java.nio.file.Files; import java.nio.file.Path; +import java.time.ZonedDateTime; +import java.time.format.DateTimeFormatter; +import java.time.temporal.ChronoUnit; import java.util.List; import java.util.Map; +import java.util.stream.Collectors; public class CacheInference { private static final TTL[] TTL_VALUES = TTL.values(); @@ -37,45 +41,94 @@ public class CacheInference { } public TTL cacheTTL(final FlightData data) throws XGBoostError { - float[][] predicts = booster.predict(createMatrix(data)); - return TTL_VALUES[(int) predicts[0][0]]; + return cacheTTL(data, ZonedDateTime.now()); + } + + /** + * Method for backtesting + */ + public TTL cacheTTL(final FlightData data, final ZonedDateTime now) throws XGBoostError { + final float[] predicts = cacheTTLProbability(data, now); + return TTL_VALUES[argmax(predicts)]; + } + + public float[] cacheTTLProbability(final FlightData data) throws XGBoostError { + return cacheTTLProbability(data, ZonedDateTime.now()); + } + + /** + * Method for backtesting + */ + public float[] cacheTTLProbability(final FlightData data, final ZonedDateTime now) throws XGBoostError { + final DMatrix matrix = createMatrix(data, now); + float[][] predicts = booster.predict(matrix); + return predicts[0]; } private Booster loadModel(InputStream model) throws XGBoostError, IOException { return XGBoost.loadModel(model); } - private DMatrix createMatrix(final FlightData data) throws XGBoostError { - final float[] arr = new float[18]; - arr[0] = labels.get("client.channel").getOrDefault(data.getClientChannel(), 0); - arr[1] = labels.get("type").getOrDefault(data.getType(), 0); - arr[2] = labels.get("flight.inboundSegments.departure").getOrDefault(joinList(data.getInboundDeparture()), 0); - arr[3] = labels.get("flight.inboundSegments.arrival").getOrDefault(joinList(data.getInboundArrival()), 0); - arr[4] = labels.get("flight.inboundSegments.origin.airportCode").getOrDefault(joinList(data.getInboundOrigin()), 0); - arr[5] = labels.get("flight.inboundSegments.destination.airportCode").getOrDefault(joinList(data.getInboundDestination()), 0); - arr[6] = labels.get("flight.outboundSegments.departure").getOrDefault(joinList(data.getOutboundDeparture()), 0); - arr[7] = labels.get("flight.outboundSegments.arrival").getOrDefault(joinList(data.getOutboundArrival()), 0); - arr[8] = labels.get("flight.outboundSegments.origin.airportCode").getOrDefault(joinList(data.getOutboundOrigin()), 0); - arr[9] = labels.get("flight.outboundSegments.destination.airportCode").getOrDefault(joinList(data.getOutboundDestination()), 0); - arr[10] = data.getInputPrice().floatValue(); - arr[11] = data.getInputTax().floatValue(); - arr[12] = labels.get("input.currency").getOrDefault(data.getInputCurrency(), 0); - arr[13] = data.getStatus().floatValue(); - arr[14] = data.getOutputPrice().floatValue(); - arr[15] = data.getOutputTax().floatValue(); - arr[16] = labels.get("output.currency").getOrDefault(data.getOutputCurrency(), 0); - arr[17] = data.getDuration().floatValue(); + private DMatrix createMatrix(final FlightData data, final ZonedDateTime now) throws XGBoostError { + final float[] arr = new float[17]; + arr[0] = data.getInputPrice().floatValue(); + arr[1] = data.getSuccess() ? 1 : 0; + arr[2] = data.getOutputPrice().floatValue(); + arr[3] = labels.get("client.channel").getOrDefault(data.getClientChannel(), 0); + arr[4] = labels.get("type").getOrDefault(data.getType(), 0); + arr[5] = labels.get("flight.inboundSegments.departure").getOrDefault(joinTimestampList(data.getInboundDeparture()), 0); + arr[6] = labels.get("flight.inboundSegments.arrival").getOrDefault(joinTimestampList(data.getInboundArrival()), 0); + arr[7] = labels.get("flight.inboundSegments.origin.airportCode").getOrDefault(joinList(data.getInboundOrigin()), 0); + arr[8] = labels.get("flight.inboundSegments.airline.code").getOrDefault(joinList(data.getInboundAirlines()), 0); + arr[9] = labels.get("flight.inboundSegments.destination.airportCode").getOrDefault(joinList(data.getInboundDestination()), 0); + arr[10] = labels.get("flight.outboundSegments.departure").getOrDefault(joinTimestampList(data.getOutboundDeparture()), 0); + arr[11] = labels.get("flight.outboundSegments.arrival").getOrDefault(joinTimestampList(data.getOutboundArrival()), 0); + arr[12] = labels.get("flight.outboundSegments.origin.airportCode").getOrDefault(joinList(data.getOutboundOrigin()), 0); + arr[13] = labels.get("flight.outboundSegments.destination.airportCode").getOrDefault(joinList(data.getOutboundDestination()), 0); + arr[14] = labels.get("flight.outboundSegments.airline.code").getOrDefault(joinList(data.getOutboundAirlines()), 0); + arr[15] = computeDuration(data.getInboundDeparture(), data.getOutboundDeparture()); + arr[16] = computePrebooking(data.getOutboundDeparture(), now); return new DMatrix(arr, 1, arr.length); } + private float computeDuration(final List indeparture, final List outdeparture) { + if (indeparture.isEmpty()) { + return 0; + } + + return ChronoUnit.DAYS.between(outdeparture.get(0), indeparture.get(0)); + } + + private float computePrebooking(final List outdeparture, final ZonedDateTime now) { + return ChronoUnit.DAYS.between(now, outdeparture.get(0)); + } + private Map> loadLabels(InputStream labels) throws IOException { final TypeReference>> typeRef = new TypeReference>>() { }; return mapper.readValue(labels, typeRef); } + private String joinTimestampList(final List data) { + return data.stream().map(DateTimeFormatter.ISO_LOCAL_DATE_TIME::format).collect(Collectors.joining("|")); + } + private String joinList(final List data) { return String.join("|", data); } + + private int argmax(final float[] data) { + int idx = 0; + float max = Float.MIN_VALUE; + + for (int i = 0; i < data.length; i++) { + if (data[i] > max) { + max = data[i]; + idx = i; + } + } + + return idx; + } } diff --git a/inference/src/main/java/cz/aprar/bonitoo/inference/FlightData.java b/inference/src/main/java/cz/aprar/bonitoo/inference/FlightData.java index 4a600a1..d4fc595 100644 --- a/inference/src/main/java/cz/aprar/bonitoo/inference/FlightData.java +++ b/inference/src/main/java/cz/aprar/bonitoo/inference/FlightData.java @@ -1,52 +1,48 @@ package cz.aprar.bonitoo.inference; +import java.time.ZonedDateTime; import java.util.Collections; import java.util.List; public class FlightData { private final String clientChannel; private final String type; - private final List inboundDeparture; - private final List inboundArrival; + private final List inboundDeparture; + private final List inboundArrival; private final List inboundOrigin; private final List inboundDestination; - private final List outboundDeparture; - private final List outboundArrival; + private final List inboundAirlines; + private final List outboundDeparture; + private final List outboundArrival; private final List outboundOrigin; private final List outboundDestination; + private final List outboundAirlines; private final Double inputPrice; - private final Double inputTax; - private final String inputCurrency; - private final Integer status; + private final Boolean success; private final Double outputPrice; - private final Double outputTax; - private final String outputCurrency; - private final Integer duration; - - public FlightData(final String clientChannel, final String type, - final List inboundDeparture, final List inboundArrival, final List inboundOrigin, - final List inboundDestination, final List outboundDeparture, final List outboundArrival, - final List outboundOrigin, final List outboundDestination, final Double inputPrice, - final Double inputTax, final String inputCurrency, final Integer status, final Double outputPrice, - final Double outputTax, final String outputCurrency, final Integer duration) { + + public FlightData(final String clientChannel, final String type, final List inboundDeparture, + final List inboundArrival, final List inboundOrigin, + final List inboundDestination, final List inboundAirlines, + final List outboundDeparture, final List outboundArrival, + final List outboundOrigin, final List outboundDestination, + final List outboundAirlines, final Double inputPrice, final Boolean success, + final Double outputPrice) { this.clientChannel = clientChannel; this.type = type; this.inboundDeparture = inboundDeparture; this.inboundArrival = inboundArrival; this.inboundOrigin = inboundOrigin; this.inboundDestination = inboundDestination; + this.inboundAirlines = inboundAirlines; this.outboundDeparture = outboundDeparture; this.outboundArrival = outboundArrival; this.outboundOrigin = outboundOrigin; this.outboundDestination = outboundDestination; + this.outboundAirlines = outboundAirlines; this.inputPrice = inputPrice; - this.inputTax = inputTax; - this.inputCurrency = inputCurrency; - this.status = status; + this.success = success; this.outputPrice = outputPrice; - this.outputTax = outputTax; - this.outputCurrency = outputCurrency; - this.duration = duration; } public String getClientChannel() { @@ -57,11 +53,11 @@ public class FlightData { return type; } - public List getInboundDeparture() { + public List getInboundDeparture() { return Collections.unmodifiableList(inboundDeparture); } - public List getInboundArrival() { + public List getInboundArrival() { return Collections.unmodifiableList(inboundArrival); } @@ -73,11 +69,11 @@ public class FlightData { return Collections.unmodifiableList(inboundDestination); } - public List getOutboundDeparture() { + public List getOutboundDeparture() { return Collections.unmodifiableList(outboundDeparture); } - public List getOutboundArrival() { + public List getOutboundArrival() { return Collections.unmodifiableList(outboundArrival); } @@ -93,31 +89,19 @@ public class FlightData { return inputPrice; } - public Double getInputTax() { - return inputTax; - } - - public String getInputCurrency() { - return inputCurrency; - } - - public Integer getStatus() { - return status; - } - public Double getOutputPrice() { return outputPrice; } - public Double getOutputTax() { - return outputTax; + public List getInboundAirlines() { + return Collections.unmodifiableList(inboundAirlines); } - public String getOutputCurrency() { - return outputCurrency; + public List getOutboundAirlines() { + return Collections.unmodifiableList(outboundAirlines); } - public Integer getDuration() { - return duration; + public Boolean getSuccess() { + return success; } } diff --git a/inference/src/test/java/cz/aprar/bonitoo/inference/CacheInferenceTest.java b/inference/src/test/java/cz/aprar/bonitoo/inference/CacheInferenceTest.java index 1d6bcaa..1e5acc0 100644 --- a/inference/src/test/java/cz/aprar/bonitoo/inference/CacheInferenceTest.java +++ b/inference/src/test/java/cz/aprar/bonitoo/inference/CacheInferenceTest.java @@ -6,8 +6,11 @@ import org.testng.annotations.DataProvider; import org.testng.annotations.Test; import java.io.IOException; +import java.time.ZonedDateTime; +import java.time.format.DateTimeFormatter; import java.util.Arrays; import java.util.List; +import java.util.stream.Collectors; import static java.util.Collections.emptyList; import static org.testng.Assert.assertEquals; @@ -34,23 +37,20 @@ public class CacheInferenceTest { {new FlightData( "fly-me-to", "WS", - toList("2020-05-09T23:59:00", "2020-05-10T10:30:00"), - toList("2020-05-10T08:55:00", "2020-05-10T11:30:00"), + toTimestampList("2020-05-09T23:59:00", "2020-05-10T10:30:00"), + toTimestampList("2020-05-10T08:55:00", "2020-05-10T11:30:00"), toList("MCO", "FRA"), toList("FRA", "PRG"), - toList("2020-05-01T09:50:00", "2020-05-01T11:55:00"), - toList("2020-05-01T11:00:00", "2020-05-01T21:55:00"), + toList("LH", "LH"), + toTimestampList("2020-05-01T09:50:00", "2020-05-01T11:55:00"), + toTimestampList("2020-05-01T11:00:00", "2020-05-01T21:55:00"), toList("PRG", "FRA"), toList("FRA", "MCO"), + toList("LH", "LH"), 39766.0, - 19776.0, - "CZK", - 0, - 39766.0, - 19776.0, - "CZK", - 427 - ), TTL.D1}, + Boolean.TRUE, + 39766.0 + ), TTL.D2}, {new FlightData( "fly-me-to", "PYTON", @@ -58,78 +58,66 @@ public class CacheInferenceTest { emptyList(), emptyList(), emptyList(), - toList("2019-12-18T05:45:00"), - toList("2019-12-18T08:05:00"), + emptyList(), + toTimestampList("2019-12-18T05:45:00"), + toTimestampList("2019-12-18T08:05:00"), toList("KRK"), toList("BVA"), + toList("FR"), 336.258, - 0.0, - "CZK", - 0, - 336.258, - 0.0, - "CZK", - 2284 - ), TTL.D7}, + Boolean.TRUE, + 336.258 + ), TTL.D2}, {new FlightData( "levne", "AVIA", - toList("2020-02-07T02:25:00", "2020-02-07T14:50:00"), - toList("2020-02-07T13:10:00", "2020-02-07T16:55:00"), + toTimestampList("2020-02-07T02:25:00", "2020-02-07T14:50:00"), + toTimestampList("2020-02-07T13:10:00", "2020-02-07T16:55:00"), toList("LAX", "LHR"), toList("LHR", "PRG"), - toList("2020-01-28T10:35:00", "2020-01-28T14:40:00"), - toList("2020-01-28T12:45:00", "2020-01-29T01:45:00"), + toList("AA", "BA"), + toTimestampList("2020-01-28T10:35:00", "2020-01-28T14:40:00"), + toTimestampList("2020-01-28T12:45:00", "2020-01-29T01:45:00"), toList("PRG", "HEL"), toList("HEL", "LAX"), + toList("AY", "AY"), 5971.77978, - 0.0, - "CZK", - 0, - 15971.77978, - 0.0, - "CZK", - 551 - ), TTL.D7}, + Boolean.TRUE, + 15971.77978 + ), TTL.D2}, {new FlightData( "fly-me-to", "HH", - toList("2019-11-01T16:30:00", "2019-11-01T23:35:00"), - toList("2019-11-01T21:12:00", "2019-11-02T07:45:00"), + toTimestampList("2019-11-01T16:30:00", "2019-11-01T23:35:00"), + toTimestampList("2019-11-01T21:12:00", "2019-11-02T07:45:00"), toList("YVR", "YUL"), toList("YUL", "VIE"), - toList("2019-10-18T08:10:00", "2019-10-18T11:30:00"), - toList("2019-10-18T09:40:00", "2019-10-18T21:25:00"), + toList("LH", "LH"), + toTimestampList("2019-10-18T08:10:00", "2019-10-18T11:30:00"), + toTimestampList("2019-10-18T09:40:00", "2019-10-18T21:25:00"), toList("VIE", "FRA"), toList("FRA", "YVR"), + toList("LH", "LH"), 17723.0, - 7708.0, - "CZK", - 0, - 17723.0, - 7708.0, - "CZK", - 1786 - ), TTL.D1}, + Boolean.TRUE, + 17723.0 + ), TTL.D14}, {new FlightData( "unknown", "unknown", + toTimestampList(ZonedDateTime.now().format(DateTimeFormatter.ISO_LOCAL_DATE_TIME)), + toTimestampList(ZonedDateTime.now().format(DateTimeFormatter.ISO_LOCAL_DATE_TIME)), toList("unknown"), toList("unknown"), toList("unknown"), + toTimestampList(ZonedDateTime.now().format(DateTimeFormatter.ISO_LOCAL_DATE_TIME)), + toTimestampList(ZonedDateTime.now().format(DateTimeFormatter.ISO_LOCAL_DATE_TIME)), toList("unknown"), toList("unknown"), toList("unknown"), - toList("unknown"), - toList("unknown"), - 0.0, - 0.0, - "unknown", - 0, 0.0, - 0.0, - "unknown", - 0 + Boolean.FALSE, + 0.0 ), TTL.NOCACHE} }; } @@ -137,4 +125,10 @@ public class CacheInferenceTest { private List toList(final String... data) { return Arrays.asList(data); } + + private List toTimestampList(final String... data) { + return Arrays.stream(data) + .map(x -> x + "Z") + .map(x -> ZonedDateTime.parse(x, DateTimeFormatter.ISO_ZONED_DATE_TIME)).collect(Collectors.toList()); + } } diff --git a/inference/src/test/resources/model/encoder.json b/inference/src/test/resources/model/encoder.json index a708bb6..a5e6a55 100644 --- a/inference/src/test/resources/model/encoder.json +++ b/inference/src/test/resources/model/encoder.json @@ -1 +1 @@ -{"input.currency": {"CZK": 0}, "flight.inboundSegments.arrival": {"2019-11-22T12:50:00": 2416, "2019-12-31T15:20:00": 3602, "2019-11-21T22:30:00": 2401, "2019-12-21T22:55:00|2019-12-22T14:05:00": 3374, "2020-01-23T12:55:00": 4230, "2019-10-15T01:55:00|2019-10-15T07:20:00": 563, "2020-01-28T13:15:00|2020-01-28T17:10:00": 4323, "2019-10-30T21:00:00": 1376, "2020-03-21T20:50:00": 5110, "2019-11-13T11:40:00": 2004, "2020-03-16T15:30:00": 5077, "2020-01-22T09:40:00|2020-01-22T22:10:00": 4199, "2019-11-06T06:25:00": 1684, "2019-10-07T10:20:00": 248, "2019-11-12T23:25:00|2019-11-14T06:20:00": 1978, "2020-04-22T21:20:00|2020-04-23T06:30:00": 5358, "2020-02-17T22:20:00": 4667, "2019-10-12T15:05:00": 428, 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ziL%;vBTKcb`19kJlELJ`j1!FCMUzSLbd4!d{czyV6X&NyVr^ss=O6awF;1WVlGpF{ zF-f?;$w8jpXbtKSl*Xq?k~)1Q0KpL+}R?dV|K G{r>>!@J3Yt diff --git a/runner.py b/runner.py index b365f74..4586b43 100644 --- a/runner.py +++ b/runner.py @@ -9,7 +9,7 @@ boto_session = boto3.Session(profile_name='bonitoo', region_name='eu-central-1') sagemaker_session = sagemaker.Session(boto_session=boto_session) role = 'Bonitoo_SageMaker_Execution' -train_input = 's3://customers-bonitoo-cachettl/sagemaker/data/export-reduced.csv' +train_input = 's3://customers-bonitoo-cachettl/sagemaker/data/export.csv' tf = XGBoost( entry_point='train_model.py', @@ -21,12 +21,15 @@ tf = XGBoost( framework_version='0.90-1', py_version='py3', hyperparameters={ - 'bonitoo_price_limit': 1000, - 'num_round': 15, + 'bonitoo_price_pos_abs': 1000, + 'bonitoo_price_neg_abs': 200, + 'bonitoo_price_pos_perc': 0.05, + 'bonitoo_price_neg_perc': 0.05, + 'num_round': 20, 'max_depth': 15, 'eta': 0.5, 'num_class': 8, - 'objective': 'multi:softmax', + 'objective': 'multi:softprob', 'eval_metric': 'mlogloss' }) diff --git a/src/train_model.py b/src/train_model.py index 15f3103..fa3ac83 100644 --- a/src/train_model.py +++ b/src/train_model.py @@ -5,6 +5,7 @@ import argparse import pandas as pd import xgboost as xgb import numpy as np +import datetime as dt from sagemaker_algorithm_toolkit import exceptions as exc from sagemaker_xgboost_container.constants import sm_env_constants @@ -25,19 +26,17 @@ columns = [ 'flight.inboundSegments.arrival', 'flight.inboundSegments.origin.airportCode', 'flight.inboundSegments.destination.airportCode', + 'flight.inboundSegments.airline.code', 'flight.outboundSegments.departure', 'flight.outboundSegments.arrival', 'flight.outboundSegments.origin.airportCode', 'flight.outboundSegments.destination.airportCode', + 'flight.outboundSegments.airline.code', 'input.price', - 'input.tax', - 'input.currency', 'success', - 'status', 'output.price', - 'output.tax', - 'output.currency', - 'duration' + 'cacheAt', + 'cacheExp' ] catcolumns = [ @@ -47,95 +46,112 @@ catcolumns = [ 'flight.inboundSegments.arrival', 'flight.inboundSegments.origin.airportCode', 'flight.inboundSegments.destination.airportCode', + 'flight.inboundSegments.airline.code', 'flight.outboundSegments.departure', 'flight.outboundSegments.arrival', 'flight.outboundSegments.origin.airportCode', 'flight.outboundSegments.destination.airportCode', - 'input.currency', - 'output.currency' + 'flight.outboundSegments.airline.code' ] floatcolumns = [ 'input.price', - 'input.tax', - 'output.price', - 'output.tax' + 'output.price' ] -intcolumns = [ - 'status', - 'duration' +timestampcolumns = [ + 'timestamp', + 'cacheAt', + 'cacheExp' ] -pkcolumns = [ - 'flight.inboundSegments.departure', - 'flight.inboundSegments.origin.airportCode', - 'flight.inboundSegments.destination.airportCode', - 'flight.outboundSegments.departure', - 'flight.outboundSegments.origin.airportCode', - 'flight.outboundSegments.destination.airportCode' -] +def excessive_price(inprice, outprice, price_pos_abs, price_neg_abs, price_pos_perc, price_neg_perc): + return outprice - inprice > price_pos_abs or \ + inprice - outprice > price_neg_abs or \ + outprice > inprice * (1.0 + price_pos_perc) or \ + outprice < inprice * (1.0 - price_neg_perc) + +def equal_price(inprice, outprice): + return abs(inprice - outprice) < 10 + +def expected_value(row, price_pos_abs=200, price_neg_abs=100, price_pos_perc=0.05, price_neg_perc=0.05): + # do not cache errors + success = row['success'] + if success == 0: + return 0 -def expected_value(row, cachetime_df, price_limit=1000): - # TODO sum tax + price ? inprice, outprice = row['input.price'], row['output.price'] - pricestatus = abs(inprice - outprice) + tstamp, cacheAt, cacheExp = row['timestamp'], row['cacheAt'], row['cacheExp'] - # TODO correct in cache time ? - timestamps = cachetime_df.loc[row[pkcolumns].fillna(''),'timestamp'] - tdiff = timestamps['max'] - timestamps['min'] - if tdiff.shape[0] > 0: - incachetime = tdiff[0] + if cacheAt: + incachetime = tstamp - cacheAt + expcachetime = cacheExp - cacheAt else: incachetime = np.timedelta64('NaT') - + modifier = 0 - if pricestatus > price_limit: + if excessive_price(inprice, outprice, price_pos_abs, price_neg_abs, price_pos_perc, price_neg_perc): modifier = -1 - if pricestatus < 0.1: - if not incachetime: + expcachetime = incachetime + if equal_price(inprice, outprice): + if pd.isnull(incachetime): return 3 modifier = 1 if pd.isnull(incachetime): - return 0 + return 1 - if incachetime <= np.timedelta64(12,'h'): + if expcachetime <= np.timedelta64(12,'h'): return 1 + modifier - if incachetime <= np.timedelta64(1,'D'): + if expcachetime <= np.timedelta64(1,'D'): return 2 + modifier - if incachetime <= np.timedelta64(2,'D'): + if expcachetime <= np.timedelta64(2,'D'): return 3 + modifier - if incachetime <= np.timedelta64(3,'D'): + if expcachetime <= np.timedelta64(3,'D'): return 4 + modifier - if incachetime <= np.timedelta64(7,'D'): + if expcachetime <= np.timedelta64(7,'D'): return 5 + modifier - if incachetime <= np.timedelta64(14,'D'): + if expcachetime <= np.timedelta64(14,'D'): return 6 + modifier - + return min(7, 7 + modifier) -def compute_cached_time(df): - logging.info('Computing cached times') - return df.set_index(pkcolumns).groupby(pkcolumns).agg({'timestamp': ['min', 'max']}) +def compute_duration(row): + indeparture, outdeparture = row['flight.inboundSegments.departure'], row['flight.outboundSegments.departure'] + if pd.isna(indeparture): + return 0 + else: + indt = dt.datetime.fromisoformat(indeparture.split('|')[0]) + outdt = dt.datetime.fromisoformat(outdeparture.split('|')[0]) + return (indt - outdt).days + +def compute_prebooking(row): + tstamp, outdeparture = row['timestamp'], row['flight.outboundSegments.departure'] + outdt = dt.datetime.fromisoformat(outdeparture.split('|')[0]) + return (outdt - tstamp).days def preprocess_data(df): logging.info('Preprocessing start') - df = df[df.loc[:, 'success'] == True] - df.loc[:, 'timestamp'] = df.loc[:, 'timestamp'].apply(lambda x: pd.to_datetime(x)) + booleanDictionary = {True: 1, False: 0} + df.loc[:, 'success'] = df.loc[:, 'success'].replace(booleanDictionary) + + for ct in timestampcolumns: + df.loc[:, ct] = df.loc[:, ct].apply(lambda x: pd.to_datetime(x)) for cc in catcolumns: df.loc[:, cc] = df.loc[:, cc].astype('category') df.loc[:, '%s_codes' % cc] = df[cc].cat.codes df.loc[:, floatcolumns] = df.loc[:, floatcolumns].astype('float64') - df.loc[:, intcolumns] = df.loc[:, intcolumns].fillna(-1).astype('int32') + + df.loc[:, 'duration'] = df.apply(lambda x: compute_duration(x), axis=1) + df.loc[:, 'prebooking'] = df.apply(lambda x: compute_prebooking(x), axis=1) return df def remove_non_features(df): - return df.drop(['timestamp', 'success'] + catcolumns, axis=1), df + return df.drop(catcolumns + timestampcolumns, axis=1), df def train_test_split(df, label, ratio): logging.info('Splitting dataset with ration %f', ratio) @@ -162,7 +178,6 @@ def get_csv_pandas(files_path): df = pd.read_csv(os.path.join(files_path, csv_file), header=None) df.columns = columns - #raise "cols: " + df.info() return df except Exception as e: @@ -183,6 +198,7 @@ def get_pandas_df(data_path): return df + def get_df(train_path, validate_path, content_type='text/csv'): train_files_size = get_size(train_path) if train_path else 0 val_files_size = get_size(validate_path) if validate_path else 0 @@ -217,7 +233,7 @@ def save_encoders(encoder_location, df): jsondata = {} for cc in catcolumns: jsondata[cc] = {cat: idx for idx, cat in enumerate(df[cc].cat.categories)} - + with open(encoder_location, 'w') as f: json.dump(jsondata, f) @@ -225,14 +241,18 @@ def sagemaker_train(train_config, data_config, train_path, val_path, model_dir, checkpoint_config): metrics = metrics_mod.initialize() hyperparameters = hpv.initialize(metrics) - - price_limit = int(train_config.get('bonitoo_price_limit', 1000)) + + price_pos_abs = int(train_config.get('bonitoo_price_pos_abs', 200)) + price_neg_abs = int(train_config.get('bonitoo_price_neg_abs', 200)) + price_pos_perc = float(train_config.get('bonitoo_price_pos_perc', 0.05)) + price_neg_perc = float(train_config.get('bonitoo_price_neg_perc', 0.05)) + train_config = {k:v.replace('"', '') for k,v in train_config.items() if not k.startswith('sagemaker_') and not k.startswith('bonitoo_')} train_config = hyperparameters.validate(train_config) - + if train_config.get("updater"): train_config["updater"] = ",".join(train_config["updater"]) - + logging.info("hyperparameters {}".format(train_config)) logging.info("channels {}".format(data_config)) @@ -243,14 +263,13 @@ def sagemaker_train(train_config, data_config, train_path, val_path, model_dir, train_df, val_df = get_df(train_path, val_path) train_df = preprocess_data(train_df) - cachetime_df = compute_cached_time(train_df) - train_label_df = train_df.apply(lambda x: expected_value(x, cachetime_df, price_limit), axis=1).to_frame(name='label') + train_label_df = train_df.apply(lambda x: expected_value(x, price_pos_abs, price_neg_abs, price_pos_perc, price_neg_perc), axis=1).to_frame(name='label') train_df, train_df_orig = remove_non_features(train_df) val_label_df = None if val_df: val_df = preprocess_data(val_df) - val_label_df = val_df.apply(lambda x: expected_value(x, cachetime_df, price_limit), axis=1).to_frame(name='label') + val_label_df = val_df.apply(lambda x: expected_value(x, cachetime_df, price_pos_abs, price_neg_abs, price_pos_perc, price_neg_perc), axis=1).to_frame(name='label') val_df, val_df_orig = remove_non_features(val_df) train_dmatrix, val_dmatrix = get_dmatrices(train_df, train_label_df, val_df, val_label_df) @@ -288,6 +307,7 @@ def sagemaker_train(train_config, data_config, train_path, val_path, model_dir, else: raise exc.PlatformError("Number of hosts should be an int greater than or equal to 1") + def train_job(train_cfg, train_dmatrix, val_dmatrix, train_df, model_dir, checkpoint_dir, is_master): # Parse arguments for train() API early_stopping_rounds = train_cfg.get('early_stopping_rounds') diff --git a/xgboost load.ipynb b/xgboost load.ipynb index 9623544..564f96e 100644 --- a/xgboost load.ipynb +++ b/xgboost load.ipynb @@ -2,19 +2,19 @@ "cells": [ { "cell_type": "code", - "execution_count": 1, + "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "import xgboost as xgb\n", "\n", "bst = xgb.Booster()\n", - "bst.load_model(\"/home/ehp/aprar/bonitoo/model/xgboost-model.bin\")" + "bst.load_model(\"/home/ehp/soukrome/git/bonitoo/inference/src/test/resources/model/xgboost-model.bin\")" ] }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 5, "metadata": {}, "outputs": [], "source": [ @@ -23,45 +23,59 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 6, "metadata": {}, "outputs": [], "source": [ - "features = ['index', 'adults', 'children', 'infants', 'input.price', 'input.tax', 'status', 'output.price', 'output.tax', 'duration', 'client.channel_codes', 'type_codes', 'flight.inboundSegments.departure_codes', 'flight.inboundSegments.arrival_codes', 'flight.inboundSegments.origin.airportCode_codes', 'flight.inboundSegments.destination.airportCode_codes', 'flight.inboundSegments.flightNumber_codes', 'flight.inboundSegments.travelClass_codes', 'flight.inboundSegments.bookingCode_codes', 'flight.inboundSegments.availability_codes', 'flight.inboundSegments.elapsedFlyingTime_codes', 'flight.outboundSegments.departure_codes', 'flight.outboundSegments.arrival_codes', 'flight.outboundSegments.origin.airportCode_codes', 'flight.outboundSegments.destination.airportCode_codes', 'flight.outboundSegments.flightNumber_codes', 'flight.outboundSegments.travelClass_codes', 'flight.outboundSegments.bookingCode_codes', 'flight.outboundSegments.availability_codes', 'flight.outboundSegments.elapsedFlyingTime_codes', 'flight.inboundEFT_codes', 'flight.outboundEFT_codes', 'input.currency_codes', 'output.currency_codes', 'oneWay_codes']" + "features = ['input.price', 'success', 'output.price', 'client.channel_codes', 'type_codes',\n", + " 'flight.inboundSegments.departure_codes', 'flight.inboundSegments.arrival_codes',\n", + " 'flight.inboundSegments.origin.airportCode_codes',\n", + " 'flight.inboundSegments.destination.airportCode_codes',\n", + " 'flight.inboundSegments.destination.airline_codes',\n", + " 'flight.outboundSegments.departure_codes',\n", + " 'flight.outboundSegments.arrival_codes',\n", + " 'flight.outboundSegments.origin.airportCode_codes',\n", + " 'flight.outboundSegments.destination.airportCode_codes',\n", + " 'flight.outboundSegments.destination.airline_codes',\n", + " 'duration',\n", + " 'prebooking'\n", + " ]\n" ] }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "[Text(0, 0, 'index'),\n", - " Text(0, 0, 'adults'),\n", - " Text(0, 0, 'children'),\n", - " Text(0, 0, 'infants'),\n", - " Text(0, 0, 'input.price'),\n", - " Text(0, 0, 'input.tax'),\n", - " Text(0, 0, 'status'),\n", + "[Text(0, 0, 'input.price'),\n", + " Text(0, 0, 'success'),\n", " Text(0, 0, 'output.price'),\n", - " Text(0, 0, 'output.tax'),\n", - " Text(0, 0, 'duration'),\n", " Text(0, 0, 'client.channel_codes'),\n", " Text(0, 0, 'type_codes'),\n", " Text(0, 0, 'flight.inboundSegments.departure_codes'),\n", " Text(0, 0, 'flight.inboundSegments.arrival_codes'),\n", - " Text(0, 0, 'flight.inboundSegments.origin.airportCode_codes')]" + " Text(0, 0, 'flight.inboundSegments.origin.airportCode_codes'),\n", + " Text(0, 0, 'flight.inboundSegments.destination.airportCode_codes'),\n", + " Text(0, 0, 'flight.inboundSegments.destination.airline_codes'),\n", + " Text(0, 0, 'flight.outboundSegments.departure_codes'),\n", + " Text(0, 0, 'flight.outboundSegments.arrival_codes'),\n", + " Text(0, 0, 'flight.outboundSegments.origin.airportCode_codes'),\n", + " Text(0, 0, 'flight.outboundSegments.destination.airportCode_codes'),\n", + " Text(0, 0, 'flight.outboundSegments.destination.airline_codes'),\n", + " Text(0, 0, 'duration'),\n", + " Text(0, 0, 'prebooking')]" ] }, - "execution_count": 11, + "execution_count": 7, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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\n", 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\n", 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" ] @@ -74,41 +88,43 @@ ], "source": [ "from xgboost import plot_importance\n", - "plot_importance(bst, max_num_features=15).set_yticklabels(features)" + "plot_importance(bst, max_num_features=17).set_yticklabels(features)" ] }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "[Text(0, 0, 'index'),\n", - " Text(0, 0, 'adults'),\n", - " Text(0, 0, 'children'),\n", - " Text(0, 0, 'infants'),\n", - " Text(0, 0, 'input.price'),\n", - " Text(0, 0, 'input.tax'),\n", - " Text(0, 0, 'status'),\n", + "[Text(0, 0, 'input.price'),\n", + " Text(0, 0, 'success'),\n", " Text(0, 0, 'output.price'),\n", - " Text(0, 0, 'output.tax'),\n", - " Text(0, 0, 'duration'),\n", " Text(0, 0, 'client.channel_codes'),\n", " Text(0, 0, 'type_codes'),\n", " Text(0, 0, 'flight.inboundSegments.departure_codes'),\n", " Text(0, 0, 'flight.inboundSegments.arrival_codes'),\n", - " Text(0, 0, 'flight.inboundSegments.origin.airportCode_codes')]" + " Text(0, 0, 'flight.inboundSegments.origin.airportCode_codes'),\n", + " Text(0, 0, 'flight.inboundSegments.destination.airportCode_codes'),\n", + " Text(0, 0, 'flight.inboundSegments.destination.airline_codes'),\n", + " Text(0, 0, 'flight.outboundSegments.departure_codes'),\n", + " Text(0, 0, 'flight.outboundSegments.arrival_codes'),\n", + " Text(0, 0, 'flight.outboundSegments.origin.airportCode_codes'),\n", + " Text(0, 0, 'flight.outboundSegments.destination.airportCode_codes'),\n", + " Text(0, 0, 'flight.outboundSegments.destination.airline_codes'),\n", + " Text(0, 0, 'duration'),\n", + " Text(0, 0, 'prebooking')]" ] }, - "execution_count": 12, + "execution_count": 9, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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\n", 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\n", 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" ] @@ -120,7 +136,7 @@ } ], "source": [ - "plot_importance(bst, max_num_features=15, importance_type='gain').set_yticklabels(features)" + "plot_importance(bst, max_num_features=17, importance_type='gain').set_yticklabels(features)" ] }, {

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