000 01653nam a22002417a 4500
003 CUTN
005 20231110155525.0
008 231110b |||||||| |||| 00| 0 eng d
020 _a9788184877083
041 _aEnglish
082 _a512.2
_bKUM
100 _aKumar, Ajit
245 _aGroup Theory:
_bAn Expedition with SageMath /
_cAjit Kumar, Vikas Bist
260 _aNew Delhi :
_bNarosa Publishing House,
_cc2021.
300 _a256p.:
_bill.:
_c160mm x 240mm
505 _aPreface / About the Authors / List of Figures / Preliminaries / Introduction to Groups / Subgroups / Group Homomorphisms / Direct Product and Finite Abelian Groups / Group Actions / Sylow Theory / Introduction to SageMath / Group Theory and SageMath / Hints and Solutions / Bibliography / Index.
520 _aGroup Theory: An Expedition with SageMath provides a rigorous introduction to the basics aspect group theory. In addition to the conventional group theory, the book introduces SageMath, a free open source computer algebra system based on Python programming language. The book is in parts. The first part is about an introduction to basic group theory, can be used as a standard textbook. The book contains many illustrative examples and exercises to help the reader to critically analyse appreciate various concepts in group theory. The second part is an attempt to demonstrate SageMath can be used as an effective tool to understand computational aspects of group theory.
650 _aMathematic
690 _aMathematic
700 _aBist, Vikas
856 _uhttp://www.narosa.com/books_display.asp?catgcode=978-81-8487-708-3
942 _2ddc
_cPROJECT
999 _c40339
_d40339