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[ARTICLE · art-113492] src=julin.ai ↗ pub= topic=artificial-intelligence verified=true sentiment=· neutral

Vanilla Neural Networks

A neural network is a mathematical function of the form y = FNN(x), composed of nested layers where each layer f(x) = g(Wx + b) uses a weight matrix W, bias vector b, and activation function g, with parameters learned via gradient descent.

read1 min views1 publishedAug 27, 2026

A neural network is just a math function: y = FNN(x) .

FNN

has a nested form. Think of it as a stack of layers. A 3-layer neural network that returns a scalar value looks like this:

y = FNN(x) = f₃(f₂(f₁(x))) Each f

f₁

, f₂

, … fₙ

— has the same form:

f(x) = g(Wx + b) W

(the weight matrix) and b (a bias vector) are the learned parameters, usually trained via gradient descent. g

is the activation function, and it can be chosen differently for each layer.

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