John D. Cook Consulting
Consulting in mathematical analysis, from modeling to implementation to interpretation.
- By John D. Cook
- Based in United States of America
- Roughly five posts per week
- First post on
Posts per month
| Month starting | Posts |
|---|---|
| Jan 2023 | 16 |
| Feb 2023 | 21 |
| Mar 2023 | 26 |
| Apr 2023 | 25 |
| May 2023 | 24 |
| Jun 2023 | 27 |
| Jul 2023 | 50 |
| Aug 2023 | 38 |
| Sep 2023 | 41 |
| Oct 2023 | 42 |
| Nov 2023 | 39 |
| Dec 2023 | 23 |
| Jan 2024 | 33 |
| Feb 2024 | 29 |
| Mar 2024 | 22 |
| Apr 2024 | 20 |
| May 2024 | 11 |
Any gaps could be due to errors when fetching the blog’s feed.
Most recent posts
The well-known Weierstrass approximation theorem says that polynomials are dense in C [0, 1]. That is, given any continuous function f on the unit interval, and any ε > 0, you can find a polynomial …
I’ve written before about three simple approximations for logarithms, for base 10 log10(x) ≈ (x – 1)/(x + 1) base e, loge(x) ≈ 2(x – 1)/(x + 1) and base 2 log2(x) ≈ 3(x – …
A Mersenne number is a number of the form 2k − 1. A Mersenne prime is a Mersenne number which is also a prime. It turns out that if 2k − 1 is prime then …