The Large Sieve Inequality for Quadratic Polynomial Amplitudes
Gyan Prakash, D.S. Ramana
TL;DR
This paper presents a modest improvement to the large sieve inequality specifically for quadratic polynomial amplitudes, refining previous bounds and contributing to analytic number theory techniques.
Contribution
It offers a refined version of Zhao's large sieve inequality for quadratic polynomial amplitudes, enhancing the bounds and applicability.
Findings
Improved bounds for quadratic polynomial amplitudes
Enhanced techniques in large sieve inequalities
Refinement of previous mathematical results
Abstract
We provide here a modest improvement upon a large sieve inequality for quadratic polynomial amplitudes orginally due to Liangyi Zhao.
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Taxonomy
TopicsAnalytic Number Theory Research · Algebraic Geometry and Number Theory · Mathematics and Applications