DOCSLIB.ORG
Explore
Sign Up
Log In
Upload
Search
Home
» Tags
» Petersen graph
Petersen graph
Investigations on Unit Distance Property of Clebsch Graph and Its Complement
On Snarks That Are Far from Being 3-Edge Colorable
Snarks and Flow-Critical Graphs 1
Every Generalized Petersen Graph Has a Tait Coloring
Lombardi Drawings of Graphs 1 Introduction
Math.RA] 25 Sep 2013 Previous Paper [3], Also Relying in Conceptually Separated Tools from Them, Such As Graphs and Digraphs
Arxiv:1709.06469V2 [Math.CO]
Embedding the Petersen Graph on the Cross Cap
The Cost of Perfection for Matchings in Graphs
Characterization of Generalized Petersen Graphs That Are Kronecker Covers Matjaž Krnc, Tomaž Pisanski
Hyper-Hamiltonian Generalized Petersen Graphs
Assignment #2 Solutions
On Measures of Edge-Uncolorability of Cubic Graphs: a Brief Survey and Some New Results
Crossing Number of a Graph from Interactive Mathematics Miscellany and Puzzles 05/27/2008 03:59 PM
Download Paper
Arxiv:2008.08856V2 [Math.CO] 5 Dec 2020 Graphs Correspond Exactly to the Graphs Induced by the Two Middle Layers of Odd-Dimensional Hypercubes
Recognizing Generalized Petersen Graphs in Linear Time
M210 DISCRETE MATHEMATICS Graph Theory Group Work NAME
Top View
Matching Preclusion of the Generalized Petersen Graph
A Graph Partition Problem Arxiv:1408.0371V1 [Math.CO] 2 Aug 2014
Toroidal Graphs Due Thursday, Week 7 UCSB 2014
Generalizing the Generalized Petersen Graphs Marko Lovreˇciˇc Saražina, Walter Paccob, Andrea Previtalic
Graph Theory
Minimum Genus Embeddings of Vertex-Transitive Graphs
Edge-Transitive Maps of Low Genus∗
A New Generalization of Generalized Petersen Graphs*
COMBINATORICS of EMBEDDINGS 2 Triangulated by a Simplicial Complex K Is Denoted |K|
Characterization of Generalized Petersen Graphs That Are Kronecker Covers Arxiv:1802.07134V1 [Math.CO] 20 Feb 2018
On Embeddings of Snarks in the Torus Andrej Vodopivec1
Lecture 19: the Petersen Graph and Moore Graphs
Generalized Petersen Graphs and Kronecker Covers Matjaž Krnc, Tomaž Pisanski
Everything You Wanted to Know About the Hoffman-Singleton Graph
Arxiv:1309.6469V1 [Math.RA] 25 Sep 2013 Previous Paper [3], Also Relying in Conceptually Separated Tools from Them, Such As Graphs and Digraphs
Readingsample
Section 10.6. Surface Embeddings of Graphs
Chapter 9.2 - Graphs on Surfaces Last Time We Saw That Drawing Graph in the Plane Is the Same Problem As Drawing It in the Sphere
A Study on Parthenogenesis of Petersen Graph Siti Amiroch and Danang Kiratama
HW8 21-484 Graph Theory SOLUTIONS (Hbovik) - Q
Partially Metric Association Schemes with a Small Multiplicity
Final Poster (Van Niel)
MAT344 Week 5
The Independence Number for the Generalized Petersen Graphs
Snarks! Week 1 of 1 Mathcamp 2011
Discrete Mathematics a New Class of Transitive Graphs$
Parallelism in Diagram Geometry
Spectra of Simple Graphs
FORBIDDEN GRAPH MINORS Contents 1. Introduction 2 2
Information to Users
The Ubiquitous Petersen Graph
Double Cycle Covers and the Petersen Graph, III
Closed 2-Cell Embeddings of 5-Crosscap Embeddable Graphs
Families of Regular Graphs in Regular Maps
Solutions to Problem Sheet When N Is Even: a Union of N/2 Copies of K2
1 Introduction
PETERSEN GRAPH and ICOSAHEDRON Petersen Graph
Solutions to Exercises Chapter 11: Graphs
On Generalizations of the Petersen Graph and the Coxeter Graph
MATH 223: a Graph Decomposition Result. the Petersen Graph Is a Well Known Graph That Often Appears As an Example Or Counterexam
Introduction to Graph Theory
Classifications and Characterizations of Snarks
AN EXPLORATION of TWO INFINITE FAMILIES of SNARKS by Lander
Julius Petersen, His Graph & Its Homeomorphs and Amallamorphs
Author Index
Part I. Graph Theory 3 Part II. Balance and Imbalance 8 Part III. Algebra 28
Graph Theory and Combinatorics
On Generalized Petersen Graphs Labeled with a Condition at Distance Two
Quantum Contextual Finite Geometries from Dessins D'enfants
Lecture 2: Further General Notions About Graphs
Characterization of Generalized Petersen Graphs That Are Kronecker Covers
POLYHEDRAL EMBEDDINGS of SNARKS in ORIENTABLE SURFACES 1. Introduction by Tait [10], a Cubic (3-Regular) Planar Graph Is 3-Edge
1 Lecture 3 Petersen's Theorem