We obtain new results about the representation of almost all residues modulo a prime p by a product of a small integer and also an element of small multiplicative subgroup of (ℤ/pℤ)∗. These results are based on some ideas, and their modifications, of a recent work of Cilleruelo and Garaev (2014).

Congruences with intervals and subgroups modulo a prime

Munsch M.;
2015-01-01

Abstract

We obtain new results about the representation of almost all residues modulo a prime p by a product of a small integer and also an element of small multiplicative subgroup of (ℤ/pℤ)∗. These results are based on some ideas, and their modifications, of a recent work of Cilleruelo and Garaev (2014).
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11567/1091980
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