Stand-up Maths demonstrates how he amped up his Christmas tree decoration game with some math and a Raspberry Pi Zero.

Stand-up Maths explains what complex Fibonacci numbers are and why we should care.

Einstein’s special theory of relativity combines space and time into one dynamic, unified entity – spacetime.

But if time is connected to space, could the universe be anything but deterministic? And does that mean that the future is predestined

PBS Space Time explores what this means.

PBS Space Time explains why quantum computing may wreak havoc on our modern digital society.

Derek Banas provides this tutorial on Linear Algebra, which has applications in quantum computing.

vcubingx provides a visual introduction to the structure of an artificial neural network.

The Neural Network, A Visual Introduction | Visualizing Deep Learning, Chapter 1

• 0:00 Intro
• 1:55 One input Perceptron
• 3:30 Two input Perceptron
• 4:40 Three input Perceptron
• 5:17 Activation Functions
• 6:58 Neural Network
• 9:45 Visualizing 2-2-2 Network
• 10:59 Visualizing 2-3-2 Network
• 12:33 Classification
• 13:05 Outro

Learn Algebra in this full college course. Algebraic concepts are often used in programming.

This course was created by Dr. Linda Green, a lecturer at the University of North Carolina at Chapel Hill. Check out her YouTube channel: https://www.youtube.com/channel/UCkyLJh6hQS1TlhUZxOMjTFw

Chapters:

• (0:00:00) Exponent Rules
• (0:10:14) Simplifying using Exponent Rules
• (0:31:46) Factoring
• (0:45:08) Factoring – Additional Examples
• (0:55:37) Rational Expressions
• (1:15:22) Rational Equations
• (1:37:01) Absolute Value Equations
• (1:42:23) Interval Notation
• (1:49:35) Absolute Value Inequalities
• (1:56:55) Compound Linear Inequalities
• (2:05:59) Polynomial and Rational Inequalities
• (2:16:20) Distance Formula
• (2:20:59) Midpoint Formula
• (2:23:30) Circles: Graphs and Equations
• (2:33:06) Lines: Graphs and Equations
• (2:41:35) Parallel and Perpendicular Lines
• (2:49:05) Functions
• (3:00:53) Toolkit Functions
• (3:08:00) Transformations of Functions
• (3:20:29) Introduction to Quadratic Functions
• (3:33:02) Standard Form and Vertex Form for Quadratic Functions
• (3:37:18) Justification of the Vertex Formula
• (3:41:11) Polynomials
• (3:49:06) Exponential Functions
• (3:56:53) Exponential Function Applications
• (4:08:38) Exponential Functions Interpretations
• (4:18:17) Compound Interest
• (4:29:33) Logarithms: Introduction
• (4:38:15) Log Functions and Their Graphs
• (4:48:59) Combining Logs and Exponents
• (4:53:38) Log Rules
• (5:02:10) Solving Exponential Equations Using Logs
• (5:10:20) Solving Log Equations
• (5:19:27) Doubling Time and Half Life
• (5:35:34) Systems of Linear Equations
• (5:47:36) Distance, Rate, and Time Problems
• (5:53:20) Mixture Problems
• (5:59:48) Rational Functions and Graphs
• (6:13:13) Combining Functions
• (6:17:10) Composition of Functions
• (6:29:32) Inverse Functions

Henry Segerman explores this virtual experience of non-euclidean space, which is a joint work with Vi Hart, Andrea Hawksley and Sabetta Matsumoto.

Papers:

Code:

Tibees delivers a math lesson about logarithms inspired by the legendary painter Bob Ross.