Exercise 7.2

Answers

(a): Skipped for the graph. The Boolean $OR (x_{1}, \dots, x_{M})$ is similar to the $OR (x_{1}, x_{2})$ , except the weight for bias is $M - 0.5$ , all the weights for $x_{i}$ are still 1. For $AND (x_{1}, \dots, x_{M})$ , the weight for bias is $- (M - 0.5)$ , while other weights are all 1.
(b): Skipped. The weights are $w_{i}$ for each $x$ .
(c): Skipped. ${\bar{x}}_{2}$ will take the input from $x_{2}$ , and $x_{1}, {\bar{x}}_{2}, x_{3}$ form the ordinary $OR$ operation, the weight on bias is 2.5

niuers

2021-12-08 09:52