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Type: Article
The Congruence x (x) lambda (mod p)
Abstract:
In the present paper we obtain several new results related to the problem of upper bound estimates for the number of solutions of the congruence x(x) lambda (mod p); x is an element of N, x <= p - 1, where p is a large prime number and lambda is an integer coprime to p. Our arguments are based on recent estimates of trigonometric sums over subgroups due to Shkredov and Shteinikov.
In the present paper we obtain several new results related to the problem of upper bound estimates for the number of solutions of the congruence x(x) lambda (mod p); x is an element of N, x <= p - 1, where p is a large prime number and lambda is an integer coprime to p. Our arguments are based on recent estimates of trigonometric sums over subgroups due to Shkredov and Shteinikov.
Keywords: Residues NN
Journal: Proceedings of the American Mathematical Society
ISSN: 1088-6826
Year: 2016
Volume: 144
Number: 6
Pages: 2411-2418
Zbl Number: 06560765



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