Diagonal Chromatic Number of Maximal Planar Graphs of Diameter Three with Twelve Vertices - Stephanie Sierra - Books - Lulu.com - 9781716956300 - May 7, 2020
In case cover and title do not match, the title is correct

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

Price
NZ$ 58
excl. VAT

Ordered from remote warehouse

Expected delivery Sep 10 - 28
Get notified about new Stephanie Sierra releases

Our customers say:

14-day return policy in accordance with European consumer protection law
Top ranking on Trustpilot
Add to your iMusic wish list

Not rated yet

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.

Media Books     Hardcover Book   (Book with hard spine and cover)
Released May 7, 2020
ISBN13 9781716956300
Publishers Lulu.com
Pages 50
Dimensions 216 × 279 × 6 mm   ·   417 g
Language English  

See all of Stephanie Sierra