Search results for Counting closed geodesics in Moduli eskin/ Counting closed geodesics in Moduli space Alex

Counting closed geodesics in Moduli space Alex Eskin∗and Maryam Mirzakhani† March 19 2011 1 Introduction Let Mg denote the moduli space of closed Riemann surfaces of…

Closed magnetic geodesics on Riemann surfacesMatthias Schneider April 8. 2011, Sevilla The problem Given I an oriented (compact) surface (M, g) with a Riemannian metric g

Michael Harris §1. Moduli 1.1. Let V = Q2g, and let be the standard symplectic form on V , represented by the matrix ( 0 Ig −Ig 0 ) . Let T be the lattice

Eikonal Equations for Null Radial Geodesics in the Schwarzschild MetricEikonal Equations for Null Radial Geodesics in the Schwarzschild Metric Miguel Socolovsky Instituto

Manjul Bhargava, Princeton University Hershy Kisilevsky, Par Kurlberg, Gunter Malle, Greg Martin, Daniel Mayer, Tom Shemanske, Hugh Williams, and Siman Wong. 1 Finite fields:

ar X iv :1 41 1. 32 35 v1 [ ma th. AG ] 12 N ov 20 14 TOPOLOGICAL METHODS IN MODULI THEORY F. CATANESE Contents Introduction 3 1. Prehistory and beyond 6 2. Algebraic topology:…

MDexp3_latticeJin Zhaohui The ground state (T = 0 K) Total-energy curves of the seven phases of Si as a function of the atomic volume normalized to expt. Dashed line is the

Stephen Melczer, Greta Panova, and Robin Pemantle May 21, 2018 Abstract We consider the number of partitions of n whose Young diagrams fit inside an m × ` rectangle;

On sampling and approximate countingMark Jerrum College de France, 9th January 2018 Mark Jerrum (Queen Mary) On sampling and approximate counting College de France, 9/1/2018

Cuspless Sub-Riemannian Geodesics within the Euclidean Motion Group SEd Remco Duits Arpan Ghosh Tom Dela Haije and Yuri Sachkov Abstract We consider the problem Pcurve of…

TRACES OF SINGULAR MODULI Don Zagier Introduction. “Singular moduli” is the classical name for the values assumed by the modular invariant jτ or by other modular functions…

ALTERNATE COMPACTIFICATIONS OF THE MODULI SPACE OF GENUS ONE MAPS MICHAEL VISCARDI Abstract. We extend the definition of an m-stable curve introduced by Smyth to the setting

Liquid Scintillation Counting for the Determination of Beta Emitter — Principle and Application Xiaolin Hou Risø National Laboratory for Sustainable Energy, Technical…

Aleksander Doan Thomas Walpuski 2019-10-27 Abstract Based on computations of Pandharipande [Pan99], Zinger [Zin11] proved that the Gopakumar– Vafa BPS invariants BPSA,(X

Irish Math Soc Bulletin Number 79 Summer 2017 5–29 ISSN 0791-5578 Homogeneous manifolds whose geodesics are orbits Recent results and some open problems ANDREAS ARVANITOYEORGOS…

Tight Bounds for Dynamic Convex Hull Queries (Again) Lower Bounds for 2-Dimensional Range Counting Mihai Pătraşcu summer @ Range Counting SELECT count(*) FROM employees…

Alexander Barvinok, Alex Samorodnitsky, and Alexander Yong March 2007 Abstract. We present a randomized algorithm, which, given positive integers n and t and a real number

The coupling method - Simons Counting Complexity Bootcamp, 2016January 26, 2016 I Probabilistic techniques - coupling, martingales, strong stationary times, coupling from

Durability Analysis Detailed Analysis Agenda • Background: Fatigue Analysis • Durability Analysis for – Blockcycle Testing Test Acceleration– Test Acceleration –…

Explicit moduli spaces of abelian varieties with automorphismsTrento, September 2010 3 The Shimura varieties The Shimura curve The Shimura surface Explicit moduli The Shimura