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Cantor’s Paradise
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Pascal’s Triangle and Powers of e
Pascal’s Triangle and Powers of e
The base of the natural logarithm is deeply woven through Pascal’s triangle — in an infinite number of ways!
Harlan Brothers
May 31
Fourier transforms, delta functions, and big damn lenses
Fourier transforms, delta functions, and big damn lenses
What makes a camera lens give better or worse resolution? The answer is in the size.
Tom Darlington
May 30
Why We All Should Learn About Complex Numbers
Why We All Should Learn About Complex Numbers
Implications of Euler and De Moivre’s theorem
Archie Smith
May 29
A Well-Known Integral in A New Way
A Well-Known Integral in A New Way
Solve this without trigonometric substitution!
William Keens
May 28
Mathematical Games
Mathematical Games
How fun puzzles lead to a wealth of mathematical discovery
Cole Frederick
May 27
Pee Review: The Enshittification of Science?
Pee Review: The Enshittification of Science?
A scatological rumination
Moshe Sipper, Ph.D.
May 26
Q-ary search : Up to twice faster than Binary search
Q-ary search : Up to twice faster than Binary search
Faster searching on short and average-sized arrays
Tigran Hayrapetyan
May 26
The Riemann Hypothesis, explained
The Riemann Hypothesis, explained
It’s been called the most difficult problem in mathematics. What is the Riemann Hypothesis?
Jørgen Veisdal
Aug 21, 2016
The Math Problems from Good Will Hunting, w/ solutions
The Math Problems from Good Will Hunting, w/ solutions
How do you like them apples?
Jørgen Veisdal
Jul 31, 2019
The Black-Scholes formula, explained
The Black-Scholes formula, explained
Introduction to the most famous equation in finance
Jørgen Veisdal
Jul 13, 2019
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