We establish a mean square estimate on the weight aspect for symmetric square L-functions at every point on the critical line.link_to_subscribed_fulltex
In the paper, a formula for the Laplace transform of the square of Dirichlet L-functions on the crit...
AbstractLet Δρ(x;sym2f) be the error term of the Riesz mean of the symmetric square L-function. We g...
We study the moments of the symmetric power L-functions of primitive forms at the edge of the critic...
We study some problems on the distribution of values of symmetric power L-functions at s = 1 in both...
In this paper various analytic techniques are combined in order to study the average of a product of...
We consider questions of non-vanishing of symmetric square L -functions lifted from Hecke cusp forms...
We prove an asymptotic for the third moment of symmetric-square L-functions associated to holomorphi...
Let n sym2f be the greatest integer such that b.λ sym2 f(n) ≥ 0 for all n <n sym2f and (n,N) equals ...
AbstractLet χ be a Dirichlet character and L(s,χ) be its L-function. Using weighted averages of Gaus...
We study one-level and two-level densities for low lying zeros of symmetric power L-functions in the...
ABSTRACT. We study one-level and two-level densities for low lying zeros of symmetric power L-functi...
ABSTRACT. We study one-level and two-level densities for low lying zeros of symmetric power L-functi...
We establish the first moment bound (phi)Sigma L(phi circle times phi Psi, 1/2) << (epsilon) p(5/4+e...
In this thesis, we find an exact formula for the weighted average of the symmetric square L-values a...
In the paper, a formula for the Laplace transform of the square of Dirichlet L-functions on the crit...
In the paper, a formula for the Laplace transform of the square of Dirichlet L-functions on the crit...
AbstractLet Δρ(x;sym2f) be the error term of the Riesz mean of the symmetric square L-function. We g...
We study the moments of the symmetric power L-functions of primitive forms at the edge of the critic...
We study some problems on the distribution of values of symmetric power L-functions at s = 1 in both...
In this paper various analytic techniques are combined in order to study the average of a product of...
We consider questions of non-vanishing of symmetric square L -functions lifted from Hecke cusp forms...
We prove an asymptotic for the third moment of symmetric-square L-functions associated to holomorphi...
Let n sym2f be the greatest integer such that b.λ sym2 f(n) ≥ 0 for all n <n sym2f and (n,N) equals ...
AbstractLet χ be a Dirichlet character and L(s,χ) be its L-function. Using weighted averages of Gaus...
We study one-level and two-level densities for low lying zeros of symmetric power L-functions in the...
ABSTRACT. We study one-level and two-level densities for low lying zeros of symmetric power L-functi...
ABSTRACT. We study one-level and two-level densities for low lying zeros of symmetric power L-functi...
We establish the first moment bound (phi)Sigma L(phi circle times phi Psi, 1/2) << (epsilon) p(5/4+e...
In this thesis, we find an exact formula for the weighted average of the symmetric square L-values a...
In the paper, a formula for the Laplace transform of the square of Dirichlet L-functions on the crit...
In the paper, a formula for the Laplace transform of the square of Dirichlet L-functions on the crit...
AbstractLet Δρ(x;sym2f) be the error term of the Riesz mean of the symmetric square L-function. We g...
We study the moments of the symmetric power L-functions of primitive forms at the edge of the critic...
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