S. Singh

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G L (3)

Fourier coefficients over mixed powers

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math.NT2026★ 2 cited

Sum of the $G L (3)$ Fourier coefficients over mixed powers

Himanshi Chanana, Saurabh Kumar Singh

Let $A (n)$ be the $(1, n)$ -th Fourier coefficients of $S L (3, Z)$ Hecke-Maass cusp form, denoted as $A (1, n)$ or the triple divisor function, denoted as $d_{3} (n)$ . Let $k \geqs…

math.NT2024

Hybrid subconvexity bound for $G L (3) \times G L (2)$ $L$ -functions: t and level aspect

Mohd Harun, Sumit Kumar, Saurabh Kumar Singh

\begin{abstract} In this article, we will get non-trivial estimates for the central values of degree six Rankin-Selberg $L$ -functions $L (1/2 + i t, I ¨ \times f)$ associated with a ${GL…

Sum of the GL(3) Fourier coefficients over mixed powers

Hybrid subconvexity bound for GL(3)×GL(2) L-functions: t and level aspect

Sum of the $G L (3)$ Fourier coefficients over mixed powers

Hybrid subconvexity bound for $G L (3) \times G L (2)$ $L$ -functions: t and level aspect