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Desargues graph
Isometric Diamond Subgraphs
Cubic Vertex-Transitive Graphs of Girth Six
The Distance-Regular Antipodal Covers of Classical Distance-Regular Graphs
Math.RA] 25 Sep 2013 Previous Paper [3], Also Relying in Conceptually Separated Tools from Them, Such As Graphs and Digraphs
Arxiv:2011.14609V1 [Math.CO] 30 Nov 2020 Vertices in Different Partition Sets Are Linked by a Hamilton Path of This Graph
Graphs and Groups Ainize Cidoncha Markiegui
Eigenvalues and Distance-Regularity of Graphs Edwin Van
Characterization of Generalized Petersen Graphs That Are Kronecker Covers Matjaž Krnc, Tomaž Pisanski
Crossing Number Graphs
On the Euclidean Dimension of Graphs
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
(V, E ) Be a Graph and Let F Be a Function That Assigns to Each Vertex of F:V(G) → {1,2,.....K} Such That for V to a Set of Values from the Set {1,2
Matching Preclusion of the Generalized Petersen Graph
The Isomorphism Classes of All Generalized Petersen Graphs
Small Salem Graphs
Topics in Trivalent Graphs
Hamiltonian Cycles in Cubic Cayley Graphs: the 2, 4K,3 Case
Top View
Spectral Bounds for the K-Independence Number of a Graph
SM444 Notes on Algebraic Graph Theory
Characterization of Generalized Petersen Graphs That Are Kronecker Covers Arxiv:1802.07134V1 [Math.CO] 20 Feb 2018
Generalized Petersen Graphs and Kronecker Covers Matjaž Krnc, Tomaž Pisanski
Arxiv:1309.6469V1 [Math.RA] 25 Sep 2013 Previous Paper [3], Also Relying in Conceptually Separated Tools from Them, Such As Graphs and Digraphs
Geometry of Partial Cubes
Graphs Without Dead Ends
Spectral Characterizations of Some Distance-Regular Graphs
Marston D. E. Conder · Antoine Deza Asia Ivić
Marston D. E. Conder · Antoine Deza Asia Ivić Weiss Editors Dedicated To
Lecture 5 1 Partial Cubes 2 Djokovic-Winkler Relation
THERE ARE EXACTLY 13 CONNECTED, CUBIC, INTEGRAL GRAPHS* F. C. Bussemaker and D. M. Cvetkovic** 1. Results. a Graph Is Called
Quantum Techniques for Stochastic Mechanics
Vertex-Transitive Haar Graphs That Are Not Cayley Graphs
Kneser Graph, Locally X Graph, Incidence Geometry
Altermundusaltermundus V.1.1 Documentation 2021 Janvier 18 Li Matthes Alain Namedgraphs
Arxiv:1811.11438V1 [Math.CO] 28 Nov 2018 Eerdt San As to Referred Or Feeyvre of Vertex Every of Bours Fa L Possible
Part I. Graph Theory 3 Part II. Balance and Imbalance 8 Part III. Algebra 28