journeyinmath.wordpress.com的 10 大竞争对手

susanrigetti.com

I never wanted to become a public figure, and I have never quite made peace with being one. For those who are lucky enough to have never been in the public eye, there is sometimes a sort of romantic obsession about being “famous” or being “known.” There is a misconception that somehow your life wo

mathema.me

Освітня платформа Mathema зібрала усі тести з математики в одному місці. Цей розділ створений для учнів та абітурієнтів, які бажають перевірити свої знання

trevorkarn.github.io

The Stirling numbers of the first kind, which I’ll write as \(c(n,k)\), are the number of of permutations of \(n\) with exactly \(k\) cycles. The number \(c(n,k)\) is also the coefficient of \(x^k\) in the product \(x(x + 1)(x+2) \cdots (x+n-1)\).

larserikpersson.se

Lars-Erik has done a unique class travel from the hard conditions in a small home village to now be one of the most well known mathematicans in the world.