Logistic regression is a method for classifying data into discrete outcomes. For example, we might use logistic regression to classify an email as spam or not spam. In this module, we introduce the notion of classification, the cost function for logi
Classification It's not a good idea to use linear regression for classification problem. We can use logistic regression algorism, which is a classification algorism 想要\(0\le h_{\theta}(x) \le 1\), 只需要使用sigmoid function (又称为logistic function) \[ \larg
import matplotlib.pyplot as plt import numpy as np import sklearn import sklearn.datasets import sklearn.linear_model def plot_decision_boundary(model, X, y): # Set min and max values and give it some padding x_min, x_max = X[0, :].min() - 1, X[0, :]
编程作业文件: machine-learning-ex2 1. Logistic Regression (逻辑回归) 有之前学生的数据,建立逻辑回归模型预测,根据两次考试结果预测一个学生是否有资格被大学录取. 载入学生数据,第1,2列分别为两次考试结果,第3列为录取情况. % Load Data % The first two columns contain the exam scores and the third column contains the label. data = load(
决策树算法 决策树算法主要有ID3, C4.5, CART这三种. ID3算法从树的根节点开始,总是选择信息增益最大的特征,对此特征施加判断条件建立子节点,递归进行,直到信息增益很小或者没有特征时结束. 信息增益:特征 A 对于某一训练集 D 的信息增益 \(g(D, A)\) 定义为集合 D 的熵 \(H(D)\) 与特征 A 在给定条件下 D 的熵 \(H(D/A)\) 之差. 熵(Entropy)是表示随机变量不确定性的度量. \[ g(D, A) = H(D) - H(D \mid A)
