Modular Arithmetic/Wolstenholme's Theorem

From Wikibooks, open books for an open world
Jump to navigation Jump to search
Modular Arithmetic
 ← Chinese Remainder Theorem Wolstenholme's Theorem Problem Set 1 → 
Wolstenholme's Theorem

For all prime numbers, , the congruence,

holds.

Where denotes the binomial coefficient, which equals .