13wk-49: 키와 몸무게 (결측치, 성별교호작용) / 자료분석(Autogluon)

Author

최규빈

Published

December 1, 2023

1. 강의영상

2. Imports

#!pip install autogluon.eda
import numpy as np
import pandas as pd
import matplotlib.pyplot as plt 
import seaborn as sns
#---#
from autogluon.tabular import TabularPredictor
import autogluon.eda.auto as auto
#---#
import warnings
warnings.filterwarnings('ignore')

3. Data

df_train = pd.read_csv('https://raw.githubusercontent.com/guebin/MP2023/master/posts/mid/height_train.csv')
df_test = pd.read_csv('https://raw.githubusercontent.com/guebin/MP2023/master/posts/mid/height_test.csv')
df_train.head()
weight sex height
0 71.169041 male 180.906857
1 69.204748 male 178.123281
2 49.037293 female 165.106085
3 74.472874 male 177.467439
4 74.239599 male 177.439925

- 중간고사 문제였죠?

- 자료컨셉

  • 성별간 교호작용 존재
  • 결측치 존재 (성별로 결측치를 처리해야 좋았음)
sns.scatterplot(df_train, x='weight',y='height',hue='sex')

4. 적합

# step1 -- pass
# step2 
predictr = TabularPredictor(label='height')
# step3 
predictr.fit(df_train) 
# step4 
yhat = predictr.predict(df_train)
No path specified. Models will be saved in: "AutogluonModels/ag-20231201_095220/"
Beginning AutoGluon training ...
AutoGluon will save models to "AutogluonModels/ag-20231201_095220/"
AutoGluon Version:  0.8.2
Python Version:     3.10.13
Operating System:   Linux
Platform Machine:   x86_64
Platform Version:   #26~22.04.1-Ubuntu SMP PREEMPT_DYNAMIC Thu Jul 13 16:27:29 UTC 2
Disk Space Avail:   248.45 GB / 490.57 GB (50.6%)
Train Data Rows:    280
Train Data Columns: 2
Label Column: height
Preprocessing data ...
AutoGluon infers your prediction problem is: 'regression' (because dtype of label-column == float and many unique label-values observed).
    Label info (max, min, mean, stddev): (195.79716947992372, 148.97529810482766, 174.60543, 9.4301)
    If 'regression' is not the correct problem_type, please manually specify the problem_type parameter during predictor init (You may specify problem_type as one of: ['binary', 'multiclass', 'regression'])
Using Feature Generators to preprocess the data ...
Fitting AutoMLPipelineFeatureGenerator...
    Available Memory:                    127239.43 MB
    Train Data (Original)  Memory Usage: 0.02 MB (0.0% of available memory)
    Inferring data type of each feature based on column values. Set feature_metadata_in to manually specify special dtypes of the features.
    Stage 1 Generators:
        Fitting AsTypeFeatureGenerator...
            Note: Converting 1 features to boolean dtype as they only contain 2 unique values.
    Stage 2 Generators:
        Fitting FillNaFeatureGenerator...
    Stage 3 Generators:
        Fitting IdentityFeatureGenerator...
    Stage 4 Generators:
        Fitting DropUniqueFeatureGenerator...
    Stage 5 Generators:
        Fitting DropDuplicatesFeatureGenerator...
    Types of features in original data (raw dtype, special dtypes):
        ('float', [])  : 1 | ['weight']
        ('object', []) : 1 | ['sex']
    Types of features in processed data (raw dtype, special dtypes):
        ('float', [])     : 1 | ['weight']
        ('int', ['bool']) : 1 | ['sex']
    0.0s = Fit runtime
    2 features in original data used to generate 2 features in processed data.
    Train Data (Processed) Memory Usage: 0.0 MB (0.0% of available memory)
Data preprocessing and feature engineering runtime = 0.03s ...
AutoGluon will gauge predictive performance using evaluation metric: 'root_mean_squared_error'
    This metric's sign has been flipped to adhere to being higher_is_better. The metric score can be multiplied by -1 to get the metric value.
    To change this, specify the eval_metric parameter of Predictor()
Automatically generating train/validation split with holdout_frac=0.2, Train Rows: 224, Val Rows: 56
User-specified model hyperparameters to be fit:
{
    'NN_TORCH': {},
    'GBM': [{'extra_trees': True, 'ag_args': {'name_suffix': 'XT'}}, {}, 'GBMLarge'],
    'CAT': {},
    'XGB': {},
    'FASTAI': {},
    'RF': [{'criterion': 'gini', 'ag_args': {'name_suffix': 'Gini', 'problem_types': ['binary', 'multiclass']}}, {'criterion': 'entropy', 'ag_args': {'name_suffix': 'Entr', 'problem_types': ['binary', 'multiclass']}}, {'criterion': 'squared_error', 'ag_args': {'name_suffix': 'MSE', 'problem_types': ['regression', 'quantile']}}],
    'XT': [{'criterion': 'gini', 'ag_args': {'name_suffix': 'Gini', 'problem_types': ['binary', 'multiclass']}}, {'criterion': 'entropy', 'ag_args': {'name_suffix': 'Entr', 'problem_types': ['binary', 'multiclass']}}, {'criterion': 'squared_error', 'ag_args': {'name_suffix': 'MSE', 'problem_types': ['regression', 'quantile']}}],
    'KNN': [{'weights': 'uniform', 'ag_args': {'name_suffix': 'Unif'}}, {'weights': 'distance', 'ag_args': {'name_suffix': 'Dist'}}],
}
Fitting 11 L1 models ...
Fitting model: KNeighborsUnif ...
    -3.463   = Validation score   (-root_mean_squared_error)
    0.01s    = Training   runtime
    0.01s    = Validation runtime
Fitting model: KNeighborsDist ...
    -3.3929  = Validation score   (-root_mean_squared_error)
    0.01s    = Training   runtime
    0.01s    = Validation runtime
Fitting model: LightGBMXT ...
    -3.0349  = Validation score   (-root_mean_squared_error)
    0.55s    = Training   runtime
    0.0s     = Validation runtime
Fitting model: LightGBM ...
    -3.1331  = Validation score   (-root_mean_squared_error)
    0.3s     = Training   runtime
    0.0s     = Validation runtime
Fitting model: RandomForestMSE ...
    -3.0811  = Validation score   (-root_mean_squared_error)
    0.27s    = Training   runtime
    0.12s    = Validation runtime
Fitting model: CatBoost ...
    -2.8341  = Validation score   (-root_mean_squared_error)
    0.37s    = Training   runtime
    0.0s     = Validation runtime
Fitting model: ExtraTreesMSE ...
    -3.0481  = Validation score   (-root_mean_squared_error)
    0.39s    = Training   runtime
    0.12s    = Validation runtime
Fitting model: NeuralNetFastAI ...
    -3.0808  = Validation score   (-root_mean_squared_error)
    2.23s    = Training   runtime
    0.01s    = Validation runtime
Fitting model: XGBoost ...
    -3.0563  = Validation score   (-root_mean_squared_error)
    0.16s    = Training   runtime
    0.0s     = Validation runtime
Fitting model: NeuralNetTorch ...
    -2.8592  = Validation score   (-root_mean_squared_error)
    2.49s    = Training   runtime
    0.0s     = Validation runtime
Fitting model: LightGBMLarge ...
    -3.1759  = Validation score   (-root_mean_squared_error)
    0.38s    = Training   runtime
    0.0s     = Validation runtime
Fitting model: WeightedEnsemble_L2 ...
    -2.7259  = Validation score   (-root_mean_squared_error)
    0.19s    = Training   runtime
    0.0s     = Validation runtime
AutoGluon training complete, total runtime = 7.83s ... Best model: "WeightedEnsemble_L2"
TabularPredictor saved. To load, use: predictor = TabularPredictor.load("AutogluonModels/ag-20231201_095220/")
[1000]  valid_set's rmse: 3.05149
sns.scatterplot(df_train, x='weight',y='height',hue='sex',alpha=0.3)
sns.lineplot(df_train, x='weight',y=yhat,hue='sex')

predictr.leaderboard(silent=True)
model score_val pred_time_val fit_time pred_time_val_marginal fit_time_marginal stack_level can_infer fit_order
0 WeightedEnsemble_L2 -2.725900 0.030083 5.460742 0.000256 0.193579 2 True 12
1 CatBoost -2.834127 0.000847 0.371781 0.000847 0.371781 1 True 6
2 NeuralNetTorch -2.859244 0.003287 2.488698 0.003287 2.488698 1 True 10
3 LightGBMXT -3.034869 0.001212 0.553330 0.001212 0.553330 1 True 3
4 ExtraTreesMSE -3.048093 0.120210 0.387424 0.120210 0.387424 1 True 7
5 XGBoost -3.056270 0.002181 0.162659 0.002181 0.162659 1 True 9
6 NeuralNetFastAI -3.080801 0.008601 2.234955 0.008601 2.234955 1 True 8
7 RandomForestMSE -3.081138 0.119838 0.269562 0.119838 0.269562 1 True 5
8 LightGBM -3.133082 0.000696 0.304734 0.000696 0.304734 1 True 4
9 LightGBMLarge -3.175914 0.000813 0.384626 0.000813 0.384626 1 True 11
10 KNeighborsDist -3.392890 0.014543 0.006030 0.014543 0.006030 1 True 2
11 KNeighborsUnif -3.463039 0.014911 0.009069 0.014911 0.009069 1 True 1

5. 해석 및 시각화

A. y의 분포, (X,y)의 관계 시각화

auto.target_analysis(
    train_data=df_train,
    label='height',
    fit_distributions=False
)

Target variable analysis

count mean std min 25% 50% 75% max dtypes unique missing_count missing_ratio raw_type special_types
height 280 174.605431 9.430102 148.975298 167.572671 175.186487 181.132612 195.797169 float64 280 float

Target variable correlations

train_data - spearman correlation matrix; focus: absolute correlation for height >= 0.5

Feature interaction between weight/height in train_data

Feature interaction between sex/height in train_data

B. 중요한 설명변수?

auto.quick_fit(
    train_data=df_train,
    label='height',
    show_feature_importance_barplots=True
)
No path specified. Models will be saved in: "AutogluonModels/ag-20231201_095928/"

Model Prediction for height

Using validation data for Test points

Model Leaderboard

model score_test score_val pred_time_test pred_time_val fit_time pred_time_test_marginal pred_time_val_marginal fit_time_marginal stack_level can_infer fit_order
0 LightGBMXT -3.441217 -3.881789 0.006186 0.001353 0.514913 0.006186 0.001353 0.514913 1 True 1

Feature Importance for Trained Model

importance stddev p_value n p99_high p99_low
weight 9.433162 0.468715 7.290537e-07 5 10.398253 8.468071
sex 1.710680 0.464422 5.924364e-04 5 2.666932 0.754427

Rows with the highest prediction error

Rows in this category worth inspecting for the causes of the error

weight sex height height_pred error
208 NaN female 159.027430 168.600342 9.572911
263 54.145913 female 165.791300 173.811340 8.020041
146 76.642564 male 175.011295 182.954391 7.943097
228 56.473758 female 165.962051 173.811340 7.849289
92 51.018586 female 160.851952 167.398270 6.546318
198 NaN male 173.915293 180.355164 6.439870
157 46.214566 female 154.289882 160.576065 6.286183
106 69.667856 male 179.665916 173.611328 6.054588
118 48.711791 female 168.305739 162.763138 5.542602
166 77.068343 male 177.439194 182.954391 5.515197

C. 관측치별 해석

0번 obs

- 0번 observation

df_train.iloc[[0]]
weight sex height
0 71.169041 male 180.906857 
predictr.predict(df_train.iloc[[0]])
0    178.642868
Name: height, dtype: float32
  • 왜 178.642868로 예측했을까?

- 해석

auto.explain_rows(
    train_data= df_train,
    model = predictr,
    rows = df_train.iloc[[0]],
    display_rows= True,
    plot='waterfall'
)
weight sex height
0 71.169041 male 180.906857

  • 왜 178.642868로 예측했을까?
  • 일단은 평균값인 173.115에 적합
  • sex을 고려하여 +2.1
  • weight을 고려하여 +3.77
  • 최종적으로는 178.643

208번 obs

- 208번 observation

df_train.iloc[[208]]
weight sex height
208 NaN female 159.02743 
predictr.predict(df_train.iloc[[208]])
208    168.788971
Name: height, dtype: float32
  • 왜 168.788971로 예측했을까?

- 해석

auto.explain_rows(
    train_data= df_train,
    model = predictr,
    rows=df_train.iloc[[208]],
    display_rows= True,
    plot='waterfall'
)
weight sex height
208 NaN female 159.02743

  • 왜 178.642868로 예측했을까?
  • 일단은 평균값인 173.115에 적합
  • sex을 고려하여 -4.57
  • weight=nan을 고려하여 +0.25
  • 최종적으로는 168.789

결측치를 그냥 하나의 관측치로 해석함 (nan이라는 값을 가지고 있다고 해석하는 느낌)

이게 왜 가능한가? (이런걸 가능하게 하는 테크닉이 많음, nan을 -9999로 처리하고 트리를 돌린다고 상상)

211번 obs

- 211번 observation

df_train.iloc[[211]]
weight sex height
211 NaN female 165.076235 
predictr.predict(df_train.iloc[[211]])
211    168.788971
Name: height, dtype: float32

- 해석

auto.explain_rows(
    train_data= df_train,
    model = predictr,
    rows=df_train.iloc[[208]],
    display_rows= True,
    plot='waterfall'
)
weight sex height
208 NaN female 159.02743

- 우리가 생각한 현실적인 적합은 사실 이러함

df_train[df_train.sex =='female'].weight.mean()
49.567060917121516
onerow = df_train.iloc[[211]].copy()
onerow.weight = 49.567060917121516
onerow
weight sex height
211 49.567061 female 165.076235 
predictr.predict(onerow)
211    164.488647
Name: height, dtype: float32
auto.explain_rows(
    train_data= df_train,
    model = predictr,
    rows=onerow,
    display_rows= True,
    plot='waterfall'
)
weight sex height
211 49.567061 female 165.076235

198번 obs

- 198번 observation

df_train.iloc[[198]]
weight sex height
198 NaN male 173.915293 
predictr.predict(df_train.iloc[[198]])
198    178.869781
Name: height, dtype: float32

- 해석

auto.explain_rows(
    train_data= df_train,
    model = predictr,
    rows=df_train.iloc[[198]],
    display_rows= True,
    plot='waterfall'
)
weight sex height
198 NaN male 173.915293