Character Degrees and Direct Products - Aziziheris, Kamal
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The principal object of this book is to discuss in detail the influence of character degrees on the structure of finite groups especially solvable groups. Character theory has very strong interplay with group structure. In the last two decades, a number of papers has appeared that indicates the existence of a connection between the character degree set of a finite group and its structure . It is not difficult to see that the character degree set of a finite group does not completely determine the structure of the group , and in fact , it often gives us little information about the structure of…mehr

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Produktbeschreibung
The principal object of this book is to discuss in detail the influence of character degrees on the structure of finite groups especially solvable groups. Character theory has very strong interplay with group structure. In the last two decades, a number of papers has appeared that indicates the existence of a connection between the character degree set of a finite group and its structure . It is not difficult to see that the character degree set of a finite group does not completely determine the structure of the group , and in fact , it often gives us little information about the structure of the group . In this book, we present a problem arising in a particular character degree set. We look at a particular character degree set and we obtain strong structural information about the group more than what we expected . This gives more evidence to the existence of a deep connection between the structure of a group and its character degree set if this set is reasonably specified. Thisbook will be useful to graduate students and researchers providing an up-to-date account of character theory of finite groups and related topics.
Autorenporträt
Kamal Aziziheris has a Ph.D. in Mathematics from the Kent State University (www.kent.edu) 2011. He was awarded the Kent State University Fellowship in 2009. He is now an assistant professor of pure mathematics at the University of Tabriz, Iran. His main research interests are in group theory and representation theory of finite groups.