Python 分类感知器的实现

Python 分类感知器的实现,python,neural-network,perceptron,Python,Neural Network,Perceptron,我已经从开始用Python编写了Percentron示例 这是完整的代码 import matplotlib.pyplot as plt import random as rnd import matplotlib.animation as animation NUM_POINTS = 5 LEANING_RATE=0.1 fig = plt.figure() # an empty figure with no axes ax1 = fig.add_subplot(1,1,1) plt.x

我已经从开始用Python编写了Percentron示例

这是完整的代码

import matplotlib.pyplot as plt
import random as rnd
import matplotlib.animation as animation

NUM_POINTS = 5
LEANING_RATE=0.1

fig = plt.figure()  # an empty figure with no axes
ax1 = fig.add_subplot(1,1,1)
plt.xlim(0, 120)
plt.ylim(0, 120)
points = []
weights = [rnd.uniform(-1,1),rnd.uniform(-1,1),rnd.uniform(-1,1)]
circles = []


plt.plot([x for x in range(100)], [x for x in range(100)])

for i in range(NUM_POINTS):
    x = rnd.uniform(1, 100)
    y = rnd.uniform(1, 100)
    circ = plt.Circle((x, y), radius=1, fill=False, color='g')
    ax1.add_patch(circ)
    points.append((x,y,1))
    circles.append(circ)

def activation(val):
    if val >= 0:
        return 1
    else:
        return -1;

def guess(pt):
    vsum = 0
    #x and y and bias weights
    vsum = vsum + pt[0] * weights[0]
    vsum = vsum + pt[1] * weights[1]
    vsum = vsum + pt[2] * weights[2]

    gs = activation(vsum)
    return gs;


def animate(i):
    for i in range(NUM_POINTS):
        pt = points[i]
        if pt[0] > pt[1]:
            target = 1
        else:
            target = -1
        gs = guess(pt)
        error = target - gs
        if target == gs:
            circles[i].set_color('r')
        else:
            circles[i].set_color('b')
        #adjust weights
        weights[0] = weights[0] + (pt[0] * error * LEANING_RATE)
        weights[1] = weights[1] + (pt[1] * error * LEANING_RATE)
        weights[2] = weights[2] + (pt[2] * error * LEANING_RATE)

ani = animation.FuncAnimation(fig, animate, interval=1000)
plt.show()
我希望绘制在图形上的点根据预期条件(x坐标>y坐标)将自己分类为红色或蓝色,即参考线(y=x)上方或下方

这似乎不起作用,经过一些迭代后,所有点都变红


我做错了什么。youtube的例子也是如此。

我看了你的代码和视频,我相信你的代码是以绿色开头的,如果他们的猜测与目标相符,他们会变为红色,如果他们的猜测与目标不符,他们会变为蓝色。当他们的猜测与目标匹配时,剩余的蓝色最终变为红色。(不断变化的权重可能会将红色变为蓝色,但最终会得到纠正。)

下面是我对代码的修改,它通过以下方式减慢了过程:添加更多的点;每帧仅处理一个点,而不是所有点:

import random as rnd
import matplotlib.pyplot as plt
import matplotlib.animation as animation

NUM_POINTS = 100
LEARNING_RATE = 0.1

X, Y = 0, 1

fig = plt.figure()  # an empty figure with no axes
ax1 = fig.add_subplot(1, 1, 1)
plt.xlim(0, 120)
plt.ylim(0, 120)

plt.plot([x for x in range(100)], [y for y in range(100)])

weights = [rnd.uniform(-1, 1), rnd.uniform(-1, 1)]
points = []
circles = []

for i in range(NUM_POINTS):
    x = rnd.uniform(1, 100)
    y = rnd.uniform(1, 100)
    points.append((x, y))

    circle = plt.Circle((x, y), radius=1, fill=False, color='g')
    circles.append(circle)
    ax1.add_patch(circle)

def activation(val):
    if val >= 0:
        return 1

    return -1

def guess(point):
    vsum = 0
    # x and y and bias weights
    vsum += point[X] * weights[X]
    vsum += point[Y] * weights[Y]

    return activation(vsum)

def train(point, error):
    # adjust weights
    weights[X] += point[X] * error * LEARNING_RATE
    weights[Y] += point[Y] * error * LEARNING_RATE

point_index = 0

def animate(frame):
    global point_index

    point = points[point_index]

    if point[X] > point[Y]:
        answer = 1  # group A (X > Y)
    else:
        answer = -1  # group B (Y > X)

    guessed = guess(point)

    if answer == guessed:
        circles[point_index].set_color('r')
    else:
        circles[point_index].set_color('b')

        train(point, answer - guessed)

    point_index = (point_index + 1) % NUM_POINTS

ani = animation.FuncAnimation(fig, animate, interval=100)

plt.show()
我抛出了特殊的0,0输入修复,因为它不适用于本例

底线是,如果一切正常,它们都应该变成红色。如果希望颜色反映分类,则可以更改此条款:

    if answer == guessed:
        circles[point_index].set_color('r' if answer == 1 else 'b')
    else:
        circles[point_index].set_color('g')

        train(point, answer - guessed)

谢谢……这很有帮助。我对神经网络还是新手。你能给我举个例子,让我的神经网络知识从现在的位置得到提升吗?对不起,@rahulttare,我刚刚看了视频并增强了代码——我对神经网络一无所知。我希望其他人在阅读这篇文章时能给你一些例子。