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Working with Negative Spaces

Working with Negative Spaces

First, what do I mean by negative spaces? Negative spaces are places where things aren’t, but yet kinda are. For example, if we look at the…
Go to the profile of Karen Remick
Karen Remick
Balancing a mechanical lever

Balancing a mechanical lever

Engineering Twitter asked how much mechanical force is needed to balance a lever machine. In this article, I try work out an answer.
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Aleksey
Differentiation in N Dimensions with the Fast Fourier Transform (FFT)

Differentiation in N Dimensions with the Fast Fourier Transform (FFT)

Your Daily Dose of Scientific Python
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Mathcube
Polynomial Interpolation Made Easy

Polynomial Interpolation Made Easy

The Lagrangian way of doing interpolation
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Mathcube
Power Play: Which Number is Bigger?

Power Play: Which Number is Bigger?

Your Daily Dose of Scientific Python
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Mathcube
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You Use Mathematical Induction, But Do You Know Why it Works Under the Hood?

You Use Mathematical Induction, But Do You Know Why it Works Under the Hood?

An intuitive theoretical explanation of why mathematical induction works
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goepigen
The Intuition Behind The Fourier Series and The Fourier Transform

The Intuition Behind The Fourier Series and The Fourier Transform

The Fourier Transform and the Fourier Series are amongst the most profound mathematical discoveries of all time. They help us decompose…
Go to the profile of Panos Michelakis
Panos Michelakis
Graph Theory 101: Why all Non-Planar Graphs Contain K₅ or K₃,₃

Graph Theory 101: Why all Non-Planar Graphs Contain K₅ or K₃,₃

An intuitive explanation of Kuratowski’s Theorem and Wagner’s Theorem, with lots of diagrams!
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Russell Lim
Introduction to Graph Theory!

Introduction to Graph Theory!

We have met graphs many times. A better name for “graph” would be “network”. Graphs describe the connectedness, for example, transport…
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Safwan
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