K. Venkatasubbareddy

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20222026

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math.NT2026

Orthogonality relation between $G L (3)$ coefficients and additive characters with linear and non-linear phases

K. Venkatasubbareddy

We study the distribution and oscillatory properties of prime-supported Fourier coefficients attached to a Hecke--Maass form for $SL (3, Z)$ twisted by additive ch…

math.NT2026

Generalization on the higher moments of the Fourier coefficients of symmetric power $L$ -functions

K. Venkatasubbareddy

For an even integer $k \geq 2$ , let $f$ be a primitive holomorphic cusp form of weight $k$ for the full modular group $S L (2, Z)$ and let $λ_{sym^{j} f} (n)$ denote the $n^\…

Orthogonality relation between GL(3) coefficients and additive characters with linear and non-linear phases

Generalization on the higher moments of the Fourier coefficients of symmetric power L-functions

Orthogonality relation between $G L (3)$ coefficients and additive characters with linear and non-linear phases

Generalization on the higher moments of the Fourier coefficients of symmetric power $L$ -functions