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Prime geodesic
Number Theory
The Selberg Trace Formula & Prime Orbit Theorem
Dynamical Zeta Functions and the Distribution of Orbits
The Prime Geodesic Theorem
Applications of Landau's Formula
Prime Geodesic Theorem for Compact Riemann Surfaces Dzenanˇ Gusiˇ C´
Peter Sarnak
The Type Numbers of Closed Geodesics ∗
Mean Square in the Prime Geodesic Theorem
The Distribution of Prime Geodesics for Γ \ H and Analogues for Free Groups
A Prime Geodesic Theorem for Higher Rank Buildings
Prime Geodesic Theorem in the Three-Dimensional Hyperbolic Space
Curves and Isotopies
Dynamical Zeta Functions
Prime Geodesic Theorem Journal De Théorie Des Nombres De Bordeaux, Tome 14, No 1 (2002), P
Geometry of Riemann Surfaces Based on Closed Geodesics
On the Prime Geodesic Theorem for Non-Compact Riemann Surfaces
Arxiv:2005.11808V1 [Math.SP]
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Dynamical Zeta Functions
Closed Geodesics on Compact Hyperbolic Surfaces
Numerics in the Prime Geodesic Theorem”
On the Critical Line of Convex Co-Compact Hyperbolic Surfaces
ARITHMETIC QUANTUM CHAOS 1. Introduction the Central Objective In
Reciprocal Geodesics
Spectral Theory on Hyperbolic Surfaces
Reciprocal Geodesics
Primitive Geodesic Lengths and (Almost) Arithmetic Progressions
Prime Geodesic Theorems for Compact Locally Symmetric Spaces of Real Rank One
Primitive Geodesic Lengths and (Almost) Arithmetic Progressions 1
Prime Geodesic Theorem for the Modular Surface
An Explicit Prime Geodesic Theorem for Discrete Tori and the Hypergeometric Functions
NUMBER THEORY and GEODESICS in HYPERBOLIC SPACES Contents 1. Binary Quadratic Forms 2 1.1. the Motivations 2 1.2. Pell's Equat
Quadratic Irrationals and Linking Numbers of Modular Knots
Statistical Regularities of Geodesics on Negatively Curved Surfaces
Zeta and L-Functions in Number Theory and Combinatorics
Arxiv:1403.7753V3 [Math.NT] 12 Jan 2021 H Eafunction Zeta the 3 Algebras Division 2 Introduction 1 Contents Keywords: 11R29 MSC: Asymptotic New Derive fields