1945Journal of the Indian Mathematical SocietyRequires access

A Congruence Relation between τ(n) and σ(n)

Hansraj Gupta

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Abstract

Proceeding on the lines of my paper (1) on the Congruence Properties of τ(n), it can be shown that for any odd prime p, σ (P) = P+I (mod 8) = σ(P) (mod 8), where τ(n) is Ramanujan's function.

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What this paper is about

Proceeding on the lines of my paper (1) on the Congruence Properties of τ(n), it can be shown that for any odd prime p, σ (P) = P+I (mod 8) = σ(P) (mod 8), where τ(n) is Ramanujan's function.

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Available abstract

Proceeding on the lines of my paper (1) on the Congruence Properties of τ(n), it can be shown that for any odd prime p, σ (P) = P+I (mod 8) = σ(P) (mod 8), where τ(n) is Ramanujan's function.

Key concepts: Mathematics, Congruence (geometry), Ramanujan's sum, Prime (order theory), Mod, Congruence relation, Combinatorics, Pure mathematics

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