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    返回的.png
    均方根误差越

    1. from sklearn.metrics import mean_squared_error
    2. from math import sqrt
    3. print('alpha为{}时,模型的参数为{}'.format(lambd,ridge.coef_))
    4. # 均方根误差越小越好
    5. print('训练现:',np.sqrt(mean_squared_error(y_train_pred,y_train)))
    6. print('测试集现:',np.sqrt(mean_squared_error(y_test_pred,y_test)))
    7. # 评分越高越好
    8. print(ridge.score(x_test,y_test))
    1. from sklearn.metrics import roc_auc_score,recall_score,precision_score,confusion_matrix,classification_report

    评估方法总结
    评估方法
    分类模型评估:
    1.误差表示方法:
    HU0BMJ%Q5WIQ69N@O{D[8~I.png](https://cdn.nlark.com/yuque/0/2020/png/2778908/1606833405038-4ef67786-e558-4f2c-b1b9-06aa6a963bc4.png#align=left&display=inline&height=616&margin=%5Bobject%20Object%5D&name=HU0BMJ%25Q5WIQ69N%40O%7BD%5B8~I.png&originHeight=616&originWidth=1003&size=342875&status=done&style=none&width=1003)<br />真:预测正确<br />假:预测失误<br />准确率的局限性:类偏斜或者数据不平衡(预测肿瘤良性)<br />结论:数据不平衡时,不能只看准确率<br />![G8DA%FX%T0R@5~%{)~P%]KM.png

    假阴,图片

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    {AD{ODA}HS_G(H4QJDAID)O.png
    CS)Z7JDDA2(R]~E75)35GAR.png