Many of the great mathematicians of the nineteenth century considered problems involving binomial coefficients modulo a prime power (for instance Babbage, Cauchy, Cayley, Gauss, Hensel, Hermite, Kummer, Legendre, Lucas and Stickelberger --- see [5]). They discovered a variety of elegant and surprising Theorems which are often easy to prove. In this article we shall exhibit many of their results, and explore several extensions.
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