Diagonal Chromatic Number of Maximal Planar Graphs of Diameter Three with Twelve Vertices by Sierra, Stephanie

Diagonal Chromatic Number of Maximal Planar Graphs of Diameter Three with Twelve Vertices (Hardcover) (ISBN-13: 9781716956300)

Vendor: Stephanie Sierra
Product type: Books
Format: Hardcover
$26.82
$26.82
$26.82
Subtotal: $26.82
Diagonal Chromatic Number of Maximal Planar Graphs of Diameter Three with Twelve Vertices by Sierra, Stephanie

Diagonal Chromatic Number of Maximal Planar Graphs of Diameter Three with Twelve Vertices

$26.82
Diagonal Chromatic Number of Maximal Planar Graphs of Diameter Three with Twelve Vertices by Sierra, Stephanie

Diagonal Chromatic Number of Maximal Planar Graphs of Diameter Three with Twelve Vertices

$26.82
Format: Hardcover
Description
Description
x
This thesis is an exploration of the diagonal chromatic number of maximal planar graphs of diameter less than four. A maximal planar graph is a graph that consists of vertices and edges such that no new edge can be added without intersecting another edge. This thesis will aim to show that if a graph is maximal planar of diameter less than four with twelve vertices, then the diagonal chromatic number of the graph is six.

Author: Stephanie Sierra
ISBN-10: 1716956307
ISBN-13: 9781716956300
Publisher: Lulu.com
Language: English
Published: 05/07/2020
Pages: 50
Format: Hardcover
Weight: 0.92lbs
Size: 11.00h x 8.50w x 0.25d

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