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You are here		cgad.ski The Central Binomial Coefficient and Laplace's Method
\|	\|	ivyfanchiang.ca Ivy Fan-Chiang - The Normal Distribution: A Derivation through Multi-Variable Calculus	2.5 parsecs away Travel
\|	\|	[AI summary] The author provides a comprehensive mathematical derivation of the normal distribution using multi-variable calculus and the Herschel-Maxwell theorem.	2.5 parsecs away Travel
\|	\|	thatsmaths.com The Spine of Pascal's Triangle - ThatsMaths	2.1 parsecs away Travel
\|	\|	We are all familiar with Pascal's Triangle, also known as the Arithmetic Triangle (AT). Each entry in the AT is the sum of the two closest entries in the row above it. The $latex {k}&fg=000000$-th entry in row $latex {n}&fg=000000$ is the binomial coefficient $latex {\binom{n}{k}}&fg=000000$ (read $latex {n}&fg=000000$-choose-$latex {k}&fg=000000$), the number of ways of...	2.1 parsecs away Travel
\|	\|	jonathanweisberg.org Laplace's Rule of Succession	3.1 parsecs away Travel
\|	\|	Jonathan Weisberg's Homepage	3.1 parsecs away Travel
\|	\|	geriatrixfotogallerie.wordpress.com Shake! Shake! Shake! - Geriatri'x' Fotogallery	13.5 parsecs away Travel
\|		One Word Photo Challenge: shake	13.5 parsecs away Travel