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Systolic geometry
February 19, 2016
Systolic Inequalities, Discrete Or Not
Discrete Systolic Inequalities and Decompositions of Triangulated Surfaces
Filling Area I
Systolic Invariants of Groups and 2-Complexes Via Grushko Decomposition
Systolic Geometry and Topology
Quantitative and Geometric Invariants for the Complexity of Spaces and Groups
An Optimal Systolic Inequality for Cat(0) Metrics in Genus Two
Systoles and Diameters of Hyperbolic Surfaces Florent Balacheff*, Vincent Despre´ and Hugo Parlier**
Algebraic Geometric Codes: Basic Notions Mathematical Surveys and Monographs
Geometry and Entropies in a Fixed Conformal Class on Surfaces
Simple Closed Geodesics and the Study of Teichmüller Spaces
Systolic Volume and Complexity of 3-Manifolds
Infinitesimal Systolic Rigidity of Metrics All of Whose Geodesics Are Closed and of the Same Length
The Systolic Constant of Orientable Bieberbach 3-Manifolds
Simple Closed Geodesics and the Study of Teichm\" Uller Spaces
A Systolic Inequality for Geodesic Flows on the Two-Sphere
Extremal Systolic Geometry on Surfaces Zeina Yassine
Top View
Discrete Systolic Inequalities and Decompositions of Triangulated Surfaces∗
Arxiv:2009.10144V1 [Math.DG] 21 Sep 2020 Ffiieae a Lsdgoei.Ti Losu Ointrodu to Us Allows This Geodesic
Critical Isosystolic Surfaces of Genus Three for Slow Metric Variations
Bolza Quaternion Order and Asymptotics of Systoles Along Congruence Subgroups
Metaphors in Systolic Geometry
Systolic Aspects of Black Hole Entropy
Loewner's Torus Inequality with Isosystolic Defect
[Math.DG] 9 Nov 2006 Oy Asypout Usotooa Ae,Scesv Minim Successive Bases, Quasiorthogonal Product, Massey Gory, 1294/06)
A Systolic Inequality for 2-Complexes of Maximal Cup-Length and Systolic
[Math.DG] 24 Oct 2008 N H S Gat2006393)
METAPHORS in SYSTOLIC GEOMETRY This Essay Is About
Systolic Inequalities for the Number of Vertices 3
Local Extremality of the Calabi-Croke Sphere for the Length of the Shortest Closed Geodesic
First Steps Into the World of Systolic Inequalities: from Riemannian to Symplectic Geometry
Volumes of Balls in Riemannian Manifolds and Uryson Width
Systolic Geometry and Topology
A SIXTY SECOND INTRODUCTION to SYSTOLES Contents 1
Arxiv:Math/0501017V2 [Math.DG] 11 Apr 2006 H Owe Nqaiyfrtetrs N Usieult 54 O Th for (5.4) Inequality As Pu’S Known and Be Plane