• 【COMP305 LEC6 LEC 7】

    LEC 6

    Topic 2. The McCulloch-Pitts Neuron (1943) 

    1. What kind of propositions can be represented by a single MP neuron (without time)?

    OR：

    中间那条线就是 a1 + a2 = 1

    分成了两半：1. on the line 和 above the line

                           2. below the line 

    换句话说：所以促进神经元输出的在线的一边；而抑制神经元输出的在另一边

    AND：

    Multiple inputs case:

    A single MP neuron can be used to represent some Boolean functions which are linearly separable.

    Linear separability (for Boolean functions): There exists a line (plane) such that all inputs which produce a 1 for the function lie on one side of the line (plane) and all inputs which produce a 0 lie on other side of the line (plane).

    不是每一个线性可分的函数都可以用一个MP神经元来表示

    例子：

    Summary：

    LEC 7

    Although the McCulloch-Pitts neuron model was very simplistic, it can perform
    the basic logic operations AND, OR and NOT
    An MP neural network can implement any multivariable propositional logic
    function , with the thresholds and weights being appropriately selected.

    MP神经网络可以实现任何多变量命题逻辑函数，阈值和权值被适当地选择。

    Furthermore, the discrete time, or unity delay property of the model makes it
    even possible to build a sequential digital circuitry

    此外，该模型的离散时间或统一延迟特性甚至使建立一个顺序的数字电路成为可能

    Though the threshold elements are, from the combinatorial point of view, more
    versatile than conventional logic gates, there was a problem with assumed
    unlimited fan-in (number of inputs of a logic gate):
    虽然从组合的角度来看，阈值元素比传统的逻辑门更通用，但在假设的无限扇入（逻辑门的输入数量）方面存在一个问题：

    但：

    the implementation of the compact electronic model was not feasible in the
    days of bulky vacuum tubes
    Now-days a possible way of overcoming the hardware difficulties could be the use of
    optical computing elements 光学计算原件
    capable of providing unlimited fan-in by changing the angle of lens.
    • But still not quite clear yet…

  • 相关阅读:
    spark写带sasl认证的kafka
    Redis之缓存一致性
    眼动研究实验设计方法
    Vue事件修饰符
    unity初学 Mstudio教程
    2024 年天津专升本招生实施办法（天津专升本文化报名考试时间）
    suning苏宁API接入说明（苏宁商品详情+关键词搜索商品列表）
    JavaWeb项目(二)
    java 数据脱敏
    数据动态验证的简单应用
  • 原文地址：https://blog.csdn.net/weixin_64482265/article/details/134001969