Open in app

Sign in

Write

Sign in

Martin McBride
Martin McBride

701 Followers

Home

About

Published in

Graphic maths

·4 days ago

generativepy — maths diagrams and animations in Python

generativepy is a free and open-source library for creating diagrams, images, and animations in Python. It is mainly intended for geometric diagrams including generative art, mathematical illustrations, fractals, and similar. It can also be used for creating general diagrams and is particularly suited to automatically created data-dependent diagrams. This software…

Mathematics

7 min read

generativepy — maths diagrams and animations in Python
generativepy — maths diagrams and animations in Python
Mathematics

7 min read


5 days ago

Determinants

The determinant of a matrix is a scalar value (ie a single number) calculated from the elements of the matrix. In this article, we will look at the definition and some of the uses of determinants. We will also look at some properties of determinants. …

Mathematics

9 min read

Determinants
Determinants
Mathematics

9 min read


Published in

Graphic maths

·Nov 27

The Painter’s paradox — can you paint an infinite wall with a finite pot of paint?

Of course you can! The painter’s paradox is a paradox relating to an interesting 3D shape called Gabriel’s horn. Gabriel’s horn Gabriel’s horn is based on the function:

Mathematics

7 min read

The Painter’s paradox — can you paint an infinite wall with a finite pot of paint?
The Painter’s paradox — can you paint an infinite wall with a finite pot of paint?
Mathematics

7 min read


Nov 23

What is integration — an overview

Integration is a method that can be used to calculate lengths, areas, and volumes defined by mathematical functions. It also has many applications in pure mathematics, physics, statistics, and many other fields. According to the Fundamental theorem of calculus integration and differentiation are (loosely speaking) inverse processes. This article is…

Mathematics

10 min read

What is integration — an overview
What is integration — an overview
Mathematics

10 min read


Published in

Graphic maths

·Nov 19

Travelling salesman problem

The travelling salesman problem (often abbreviated to TSP) is a classic problem in graph theory. It has many applications, in many fields. It also has quite a few different solutions. The problem The problem is usually stated in terms of a salesman who needs to visit several towns before eventually returning to…

Mathematics

12 min read

Travelling salesman problem
Travelling salesman problem
Mathematics

12 min read


Published in

Graphic maths

·Nov 15

Differentiation — the quotient rule

The quotient rule allows us to find the derivative of the quotient of 2 functions. It has similarities with the product rule, and it may be worth studying the product rule before the tackling quotient rule if you haven’t already done so. Here is an example of the sort of…

Mathematics

8 min read

Differentiation — the quotient rule
Differentiation — the quotient rule
Mathematics

8 min read


Published in

Graphic maths

·Nov 13

Semiprocal numbers — z to the power i

In the article i to the power i we took a deep dive into the topic of raising a complex number to a complex power, which has a surprising result for the particular case of raised to the power of i. This time we will look at the general case…

Mathematics

9 min read

Semiprocal numbers — z to the power i
Semiprocal numbers — z to the power i
Mathematics

9 min read


Published in

Graphic maths

·Nov 9

Simple logic gate flip-flops

A flip-flop is a particular arrangement of logic gates that uses positive feedback to store persistent information about previous states of its inputs. Most simple arrangements of logic gates can be described by a truth table that defines all its output values as a logical function of its current input…

Mathematics

8 min read

Simple logic gate flip-flops
Simple logic gate flip-flops
Mathematics

8 min read


Published in

Graphic maths

·Nov 6

A simple explanation of Bayes’ theorem

Bayes’ theorem allows us to calculate probabilities based on relevant prior knowledge. In this article, we will start by looking at how prior knowledge can be applied to probabilities, and derive Bayes’ theorem from that. A probability experiment Imagine you have a bag containing 100 plastic tokens. Some are square, some are circular…

Mathematics

9 min read

A simple explanation of Bayes’ theorem
A simple explanation of Bayes’ theorem
Mathematics

9 min read


Nov 1

Bifurcation and chaos

In this article, we will look at a simple dynamical system representing constrained growth. For illustration, we will assume this represents the year-by-year population of rabbits in an environment where the amount of available food and space prevents the population from growing to an unlimited size. As we will see…

Mathematics

9 min read

Bifurcation and chaos
Bifurcation and chaos
Mathematics

9 min read

Martin McBride

Martin McBride

701 Followers

Software developer and maths enthusiast. graphicmaths.com

Following
  • Shaunta Grimes

    Shaunta Grimes

  • Argumentative Penguin

    Argumentative Penguin

  • Eve Arnold

    Eve Arnold

  • Cory Doctorow

    Cory Doctorow

  • Senior Brogrammer

    Senior Brogrammer

See all (84)

Help

Status

About

Careers

Blog

Privacy

Terms

Text to speech

Teams