Some conjectures on congruences

Published 28 Mar 2011 in math.NT and math.CO | (1103.5384v5)

Abstract: Let $p$ be an odd prime. In the paper we collect the author's various conjectures on congruences modulo $p$ or $p^2$, which are concerned with sums of binomial coefficients, Lucas sequences, power residues and special binary quadratic forms.

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Authors (1)

Zhi-Hong Sun

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