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Peripheral cycle
On Tutte's Paper "How to Draw a Graph"
How to Draw a Graph
Structural Graph Theory Doccourse 2014: Lecture Notes
Robust Network Computation David Pritchard AUG 14 2006 LIBRARIES ARCHIVES
Large Non-Planar Graphs and an Application to Crossing-Critical Graphs
Infinite Circuits in Locally Finite Graphs
On Covers of Graphs by Cayley Graphs
Group Connectivity and Group Coloring a Ph.D
Immersion and Embedding of 2-Regular Digraphs
Iterated Altans and Their Properties
Peripheral Circuits in Infinite Binary Matroids
Non-Planar Extensions of Subdivisions of Planar Graphs
Hexagonal Tilings and Locally C6 Graphs
Infinite Circuits in Locally Finite Graphs
INF562, Lecture 3: Geometric and Combinatorial Properties of Planar Graphs
Many Flows in the Group Connectivity Setting
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Top View
Graph Factorization from Wikipedia, the Free Encyclopedia Contents
2-Regular Digraphs on Surfaces
INF562, Lecture 4: Geometric and Combinatorial Properties of Planar Graphs
Improved Grid Minor Bounds and Wagner's Contraction
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Hexagonal Tilings and Locally C6 Graphs
On Infinite Cycles I
Homomorphisms from Sparse Graphs with Large Girth
Tutte Embedding: How to Draw a Graph
Topics in Topological Graph Theory
BIPARTITE MINORS 1. Introduction Wagner's Celebrated Theorem [5], [2, Theorem 4.4.6] Provides a Characterization of Planar
Infinite Circuits in Locally Finite Graphs
Graph Theory, an Antiprism Graph Is a Graph That Has One of the Antiprisms As Its Skeleton
Group Connectivity and Group Coloring a Ph.D