AI in Motion

Deep LearningBeginner1:29 video6 chapters

Artificial Neurons and the Perceptron — lecture notes

Inside a single artificial neuron: weighted inputs, a sum, a bias and an activation — plus the perceptron that learns from its mistakes.

▶ Watch the animated lecture

0:001. Introduction

Introduction — Artificial Neurons and the Perceptron

Every neural network, from a tiny classifier to a giant language model, is built from one simple unit: the artificial neuron. Let us open one up.

0:112. Inside a neuron

Inside a neuron — Artificial Neurons and the Perceptron

A neuron receives inputs. Each input is multiplied by a weight. Here, 0.8 times 1.2, 0.3 times minus 0.7, and 0.5 times 0.9. The neuron adds them up with a bias of minus 0.4, giving z equals 0.8. Then an activation function, here the sigmoid, turns that into an output of 0.69.

0:333. The formula

The formula — Artificial Neurons and the Perceptron

In one line: the output is an activation function applied to the weighted sum of the inputs plus a bias. Learning simply means finding good weights and biases.

0:464. Inspired by biology

Inspired by biology — Artificial Neurons and the Perceptron

Artificial neurons were inspired by brain cells, which receive signals and fire when stimulated enough. But the inspiration is loose. An artificial neuron is simple maths, not a model of real biology.

1:005. The perceptron learns

The perceptron learns — Artificial Neurons and the Perceptron

In 1958 Frank Rosenblatt built the perceptron, a single neuron that learns. When it misclassifies a point, it nudges its weights towards the right answer. Here the boundary moves until most points are on the correct side.

1:166. Recap

Recap — Artificial Neurons and the Perceptron

To recap. A neuron multiplies inputs by weights, adds a bias, and applies an activation. Learning means adjusting those weights. And the perceptron was the first neuron that learned.

Key takeaways

  • A neuron computes f(Σ wᵢxᵢ + b).
  • In the example: z = 0.80 and sigmoid(0.80) ≈ 0.69.
  • Weights and biases are what a network learns.
  • The perceptron (Rosenblatt, 1958) updates its weights when it makes a mistake.

Check yourself

  1. What does a weight do?
    Show answer

    Scales how much an input influences the neuron — Each input is multiplied by its weight.

  2. What is the role of the activation function?
    Show answer

    It turns the weighted sum into the neuron’s output, adding non-linearity — Activations such as sigmoid or ReLU shape the output.

  3. When does the perceptron update its weights?
    Show answer

    When it misclassifies an example — It learns only from mistakes.

Go deeper

© 2026 Janin A Apurba, CSE, AUST · Advanced ICT Officer, CNRS-UNHCR. All rights reserved. Notes for the animated lecture at https://ai-in-motion.vercel.app/watch/artificial-neurons-and-the-perceptron.html