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Our interest in the new method to study of diagram groups, is motivated by kilibarda's theorems (1994,1997), Guba and Sapir (1997). As the fundamental group isomorphism to diagram group, then it is easier than to work with fundamental groups instead of diagram groups. For any given semigroup presentation, we may obtain the 2- complexes of diagram groups. Using lifting method we would like to determine the specific generators, relations (2-cells), and spanning trees of 2-complexes from fundamental group.

Produktbeschreibung
Our interest in the new method to study of diagram groups, is motivated by kilibarda's theorems (1994,1997), Guba and Sapir (1997). As the fundamental group isomorphism to diagram group, then it is easier than to work with fundamental groups instead of diagram groups. For any given semigroup presentation, we may obtain the 2- complexes of diagram groups. Using lifting method we would like to determine the specific generators, relations (2-cells), and spanning trees of 2-complexes from fundamental group.
Autorenporträt
He received the B.Sc. degree in pure mathematics from Shiraz University, Iran and Master degree in pure mathematics from Mashhad Khayyam University, Iran and Ph.D. degree in pure mathematics from National University of Malaysia. His current research interests includes graph theory, mathematical modeling, numerical methods.