Discover the key components necessary for successful SVM classification

Currently, I am in the process of training a binary classifier using python and the well-known scikit-learn module's SVM class. Upon completing the training phase, I utilize the predict method to classify data based on the guidelines outlined in sci-kit's SVC documentation.

I am eager to delve deeper into understanding the importance of my sample features in relation to the final classification outcomes produced by the trained decision_function (also known as support vectors). Any recommendations or tips for assessing feature significance when conducting predictions with this type of model would be greatly appreciated.

Thank you! Andre

Answer №1

To interpret feature significance in a sample's classification, we can start by utilizing a linear kernel due to the simplicity of the svc.coef_ attribute in a trained model. For more details, you can refer to Bitwise's answer.

For demonstration purposes, I will train a linear kernel SVM using training data from scikit. By analyzing the coef_ attribute, we can visualize how the classifier's coefficients and feature data impact class division through a simple plot.

from sklearn import svm
from sklearn.datasets import load_breast_cancer
import numpy as np
import matplotlib.pyplot as plt

data = load_breast_cancer()
X = data.data                # training features
y = data.target              # training labels
lin_clf = svm.SVC(kernel='linear')
lin_clf.fit(X,y)

scores = np.dot(X, lin_clf.coef_.T)

b0 = y==0 
b1 = y==1
malignant_scores = scores[b1]
benign_scores = scores[b1]

fig  = plt.figure()
fig.suptitle("score breakdown by classification", fontsize=14, fontweight='bold')
score_box_plt = ply.boxplot(
    [malignant_scores, benign_scores],
    notch=True,
    labels=list(data.target_names),
    vert=False
)
plt.show(score_box_plt)        

https://i.stack.imgur.com/SX0hm.png

By examining the intercept and coefficient values, there is clear separation of class scores with the decision boundary around 0.

Now that we have a scoring system based on linear coefficients, we can explore each feature's contribution to final classification by assessing their effect on the sample's score.

## Using X[2] --> classified benign with lin_clf score~(-20)
lin_clf.predict(X[2].reshape(1,30))

contributions = np.multiply(X[2], lin_clf.coef_.reshape((30,)))
feature_number = np.arange(len(contributions)) +1

plt.bar(feature_number, contributions, align='center')
plt.xlabel('feature index')
plt.ylabel('score contribution')
plt.title('contribution to classification outcome by feature index')
plt.show(feature_contrib_bar)

https://i.stack.imgur.com/be52D.png

We can also sort this data to obtain a list of features ranked by contribution to see which feature influenced the total score the most.

abs_contributions = np.flip(np.sort(np.absolute(contributions)), axis=0)
feat_and_contrib = []
for contrib in abs_contributions:
   if contrib not in contributions:
       contrib = -contrib
       feat = np.where(contributions == contrib)
       feat_and_contrib.append((feat[0][0], contrib))
   else:
       feat = np.where(contributions == contrib)
       feat_and_contrib.append((feat[0][0], contrib))

# sorted by max abs value. each row a tuple:;(feature index, contrib)
feat_and_contrib 

https://i.stack.imgur.com/RfwXt.png

From the ranked list, the top five features that contributed to the final score (around -20 for 'benign' classification) were [0, 22, 13, 2, 21], corresponding to

['mean radius', 'worst perimeter', 'area error', 'mean perimeter', 'worst texture']
in the dataset.

Answer №2

If you have a Bag of Words feature set and need to identify the most crucial words for classification, this code snippet using linear SVM can help:

weights = np.abs(lr_svm.coef_[0])
sorted_index = np.argsort(wt)[::-1]
top_10 = sorted_index[:10]
terms = text_vectorizer.get_feature_names()
for ind in top_10:
    print(terms[ind])

Answer №3

To discover the most significant features of your model, consider using SelectFromModel within sklearn. For example, you can refer to this demonstration showcasing feature extraction with LassoCV.

Another insightful approach is demonstrated in this instance, illustrating the utilization of the coef_ attribute in SVM for visualizing the top features.

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