Neural Networks Learning Path

Neuron and network elements

A neural network is a computational model inspired by biological neural systems, built from interconnected artificial neurons (nodes) linked by weighted connections (edges). Each neuron receives real-valued signals from previous nodes, combines them, applies a nonlinear activation function, and outputs a transformed signal to subsequent neurons. Neurons are organized into layers: an input layer, one or more hidden layers, and an output layer; networks with at least two hidden layers are typically called deep neural networks, capable of learning hierarchical representations. In this framework, the “neuron” is the basic processing unit defined by its inputs, weights, and activation function, while the “network” is the overall arrangement of many neurons and layers that perform successive transformations on the data. Training adjusts the connection weights so the network’s outputs match desired targets, enabling the model to learn complex patterns from data. Architectures such as feedforward networks, convolutional networks, recurrent networks, and transformers extend these core neuron-and-network elements to handle different data types and learning needs.

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Activation functions and nonlinear processing

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