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Computational topology
Unknot Recognition Through Quantifier Elimination
Computational Topology and the Unique Games Conjecture
Algebraic Topology
Topics in Low Dimensional Computational Topology
25 HIGH-DIMENSIONAL TOPOLOGICAL DATA ANALYSIS Fr´Ed´Ericchazal
On the Treewidth of Triangulated 3-Manifolds
CMSC 754: Lecture 18 Introduction to Computational Topology
Applied Computational Topology for Point Clouds and Sparse Timeseries Data
Connecting 3-Manifold Triangulations with Monotonic Sequences of Bistellar flips
A Fast Branching Algorithm for Unknot Recognition with Experimental
The Computational Complexity of Knot Genus and Spanning Area
Computational Topology Lecture Notes
Advances in Applied and Computational Topology, Volume 70
Arxiv:1405.3848V3 [Math.GT] 29 Jul 2019 Number of Critical K-Faces
Knots and 3-D Computational Topology
Introduction to the R Package TDA
Computational Topology
23 COMPUTATIONAL TOPOLOGY of GRAPHS on SURFACES Eric´ Colin De Verdi`Ere
Top View
Computational Topology Algorithms for Discrete 2-Manifolds
Computing Fundamental Group of General 3-Manifold
3-Manifold Triangulations with Small Treewidth
The Pachner Graph and the Simplification of 3-Sphere
COMPUTATIONAL TOPOLOGY Abstract INTRODUCTION
Computing Trisections of 4-Manifolds
Introduction to Computational Topology (Spring 2016)
Topological Data Analysis on Road Network Data
Drew Zemke Department of Mathematics Cornell University
Emerging Challenges in Computational Topology
Computational Geometry and Topology for Data Analysis
Normal Surfaces and 3-Manifold Algorithms
Why Topology for Machine Learning and Knowledge Extraction?
The Next 350 Million Knots Benjamin A
Introduction to Computational Topology (Spring 2018)
23 COMPUTATIONAL TOPOLOGY of GRAPHS on SURFACES Eric´ Colin De Verdi`Ere
Computational Topology: an Introduction G¨Unter Rote and Gert Vegter
Homological Algebra and Data by Robert Ghrist
Computational Topology in Reconstruction, Mesh Generation, and Data Analysis
Computational Geometric and Algebraic Topology
ALGORITHMS in 3-MANIFOLD THEORY Contents 1. Introduction 1
Computational Homology Applied to Discrete Objects Aldo Gonzalez-Lorenzo
CS 6170: Computational Topology Topological Data Analysis for Data Scientists Course Syllabus, Spring 2019 Instructor: Dr
The Unknotting Problem and Fixed-Parameter Tractability
Knots and 3-Dimensional Manifolds
65 COMPUTATIONAL TOPOLOGY for STRUCTURAL MOLECULAR BIOLOGY Herbert Edelsbrunner and Patrice Koehl
Computational Topology Methods for Shape Modelling Applications
Computational Topology
Algorithms and Data Structures in Computational Topology Clément Maria
A User's Guide to Topological Data Analysis