• Daneshyari
  • Topics
    • Physical Sciences and Engineering
      Life Sciences
      Health Sciences
      Social Sciences and Humanities
Physical Sciences and Engineering Mathematics Geometry and Topology

A random link via bridge position is hyperbolic

Article ID Journal Published Year Pages File Type
5777770 Topology and its Applications 2017 8 Pages PDF
Abstract
We show that a random link defined by random bridge splitting is hyperbolic with asymptotic probability 1.
Keywords
20F3660G5057M25HyperbolicRandom walk
Related Topics
Physical Sciences and Engineering Mathematics Geometry and Topology
Preview
A random link via bridge position is hyperbolic
Authors
Kazuhiro Ichihara, Jiming Ma,
Related Articles
A Dichotomy Theorem and other results for a class of quotients of topological groups
Right-angled Artin groups on finite subgraphs of disk graphs
Alan Dow
Every crowded pseudocompact ccc space is resolvable
Monotone covering properties and properties they imply
On the arithmetic of density
Ramsey ultrafilters and Countable-to-one Uniformization
Some observations on the Baireness of Ck(X) for a locally compact space X
Structure theorems for finite unions of subspaces of special kind
The Katowice problem and autohomeomorphisms of ω0⁎
Journal
Topology and its Applications
Journal: Topology and its Applications
Related Categories
20F36
60G50
57M25
Hyperbolic
Random walk
Algebra and Number Theory
Analysis
Applied Mathematics
Computational Mathematics
Control and Optimization
Discrete Mathematics and Combinatorics
Geometry and Topology
Logic
Mathematical Physics
Mathematics (General)
Modelling and Simulation
Numerical Analysis
Statistics and Probability
Theoretical Computer Science
Related Journals
Computer-Aided Design
Computer Aided Geometric Design
Computers & Graphics
Graphical Models
Expositiones Mathematicae
Differential Geometry and its Applications
Topology
Daneshyari provides fulltext access to millions of research papers.