WAHYUNI MAHMUDAH, TRI (2009) GRUP DARI SUATU GRAF. Other thesis, University of Muhammadiyah Malang.

Text
GRUP_DARI_SUATU_GRAF.pdf Download (49kB)  Preview 
Abstract
The theory of graph is a rapid developed science, even in its development could be paralyzed with Algebra which has been developing formerly. The materials discussed in this theory are very simple because it can be applied as vertices and edges. Meanwhile Algebra, as former developed science, was defined as a manipulation of these symbols. Based on the issue that will be discussed, that is about the structure exist in the graph and group theory, then the objective in this final research project is to prove whether or not the set of the spanning sub graph in a graph is a group. If there is a graph , in which the graph is a simple graph with the number of vertices , and is the set of spanning sub graph to , then with the operation of ring sum forms a group, with the identity element (null graph with the same number of vertices with graph ) and the inverse of a graph is the graph itself.
Item Type:  Thesis (Other) 

Subjects:  L Education > L Education (General) 
Divisions:  Faculty of Teacher Training and Education > Department of Mathematics and Computing 
Depositing User:  Anggit Aldila 
Date Deposited:  06 Jul 2012 06:40 
Last Modified:  06 Jul 2012 06:40 
URI:  http://eprints.umm.ac.id/id/eprint/11291 
Actions (login required)
View Item 