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Selberg class
Selberg's Orthogonality Conjecture and Symmetric
Analytic Theory of L-Functions: Explicit Formulae, Gaps Between Zeros and Generative Computational Methods
On the Selberg Class of L-Functions
Arxiv:1711.06671V1 [Math.NT] 17 Nov 2017 Function Enetnieysuid[1 Nrcn Ie.Tesuyo Au Dist Value of Study the of Times
Uncoveringanew L-Function Andrew R
Arxiv:1904.03123V2 [Math.NT] 30 Oct 2019 N Any and J Uhta Nteregion the in That Such Then Hoe 1.1
Distinct Zeros of Functions in the Selberg Class 1
Arxiv:1506.07630V2 [Math.NT] 31 Mar 2016 Itiuino H Eo N Ihidpnec Results
LARGE VALUES of L-FUNCTIONS from the SELBERG CLASS 3 Stronger Form
LINEAR INDEPENDENCE in the SELBERG CLASS by J.KACZOROWSKI, G.MOLTENI and A.PERELLI C
Selberg Conjectures and Artin L-Functions
L-Functions of the Selberg Class S
The Selberg Class of Zeta- and L-Functions
Zeta Functions, One–Way Functions, and Pseudorandom Number Generators
Arxiv:2105.06957V1 [Math.NT] 14 May 2021 Hoe
On the Structure of the Selberg Class, VII: 1<D<2
Titles and Abstracts
On the Selberg Class of L-Functions
Top View
Zeros of the Dedekind Zeta-Function
Zetapack: a System for the Computation of Zeta and L-Functions with Mathematica
Introduction to L-Functions: the Big Picture…We Believe
Degree 1 Elements of the Selberg Class K
Arxiv:1605.02354V1 [Math.NT]
Weak Subconvexity for Central Values of L-Functions
Lectures on Zeta Functions and Motives Astérisque, Tome 228 (1995), P
Computing Zeta Functions and L-Functions Lecture 1
Moments of the Dedekind Zeta Function
On Uniqueness in the Extended Selberg Class of Dirichlet Series
Arxiv:1503.03620V3 [Math.NT]
Primes and Riemann Hypothesis
CHEBYSHEV's BIAS for ANALYTIC L-FUNCTIONS 1. Introduction 1.1
On the Zeros of Functions in the Selberg Class
Arxiv:0804.0715V2 [Math.NT]
On the Universality for Functions in the Selberg Class
Multiplicative Functions Dictated by Artin Symbols 1
(With A.\ Ghosh) Remarks on the Generalized Lindelöf Hypothesis
Special Values of Motivic L-Functions I Cambridge, 14 January 2020 Matthias Flach Talk 1 Talk 2 Talk 3
(With A. Ghosh) on the Selberg Class
The Lindelöf Class of L-Functions by Anup B Dixit a Thesis Submitted In
Large Values of $ L $-Functions on $1 $-Line
[Math.NT] 1 Jul 1994 U Hspaper)
A, Where Ζ(S) Is the Riemann Zeta-Function, S
Generalized Riemann Hypotheses: Sufficient and Equivalent Criteria
A Uniqueness Property of General Dirichlet Series