Que 1.31.Use the Hebb rule to find the weight matrix to store thefollowing (binary) input output pattern.a.X(1) = (101) r(1) = (1 0)X(2) = (01 0) r(2) = (0 1)%3Db. Using the binary step function (with threshold 0) as theactivation function for both layers, test the response of yournetwork in both directions of each binary training pattern.Initial activation of the other layers is set to zero.

In this question, we are asked to answer two parts of hebb rule numerical Answer is in the below…

Use the Hebb rule to find the weight matrix to store th a. following (binary) input output pattern. r(1) = (1 0) r(2) = (0 1) X(1) = (101) X(2) = (01 0) %3D b. Using the binary step function (with threshold 0) as th activation function for both layers, test the response of you network in both directions of each binary training patter Initial activation of the other layers is set to zero.

Use the Hebb rule to find the weight matrix to store th a. following (binary) input output pattern. r(1) = (1 0) r(2) = (0 1) X(1) = (101) X(2) = (01 0) %3D b. Using the binary step function (with threshold 0) as th activation function for both layers, test the response of you network in both directions of each binary training patter Initial activation of the other layers is set to zero.

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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Question

Que 1.31.
Use the Hebb rule to find the weight matrix to store the
following (binary) input output pattern.
a.
X(1) = (101) r(1) = (1 0)
X(2) = (01 0) r(2) = (0 1)
%3D
b. Using the binary step function (with threshold 0) as the
activation function for both layers, test the response of your
network in both directions of each binary training pattern.
Initial activation of the other layers is set to zero.

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