What weight matrix A 1 and bias vector b1 will produce ReLU (x + 2 y - 4) and ReLU (3x- y + 1) and ReLU (2x + 5y- 6) as
Posted: Thu May 12, 2022 12:20 pm
What weight matrix A 1 and bias vector b1 will produce ReLU (x +
2 y - 4) and ReLU (3x- y + 1) and ReLU (2x + 5y- 6) as theN= 3
components ofthe first hidden layer? (The input layer has 2
components x andy.) If the output w is the sum of those three
ReLU's, how many pieces in w(x, y)? l;
What weight matrix A1 and bias vector b1 will produce ReLU (x + 2y – 4) and ReLU (3x – y + 1) and ReLU (2x + 5y - 6) as the N = 3 components of the first hidden layer ? (The input layer has 2 components x and y.) If the output w is the sum of those three ReLU's, how many pieces in w(x, y) ?
2 y - 4) and ReLU (3x- y + 1) and ReLU (2x + 5y- 6) as theN= 3
components ofthe first hidden layer? (The input layer has 2
components x andy.) If the output w is the sum of those three
ReLU's, how many pieces in w(x, y)? l;
What weight matrix A1 and bias vector b1 will produce ReLU (x + 2y – 4) and ReLU (3x – y + 1) and ReLU (2x + 5y - 6) as the N = 3 components of the first hidden layer ? (The input layer has 2 components x and y.) If the output w is the sum of those three ReLU's, how many pieces in w(x, y) ?