000			02049nam a22003137a 4500
003			OSt
005			20250728125400.0
008			250728b |||||||| |||| 00| 0 eng d
020			_a9789814641593
020			_a9798886131468 (pbk.) _c$ 68.00
040			_bENG _cIISER-BPR _dIISER-BPR
041			_aENG
082			_a511.5 _bKOH _223rd
100			_aKoh, Khee Meng _95473
222			_aMathematics
245			_aGroup theory : _bUndergraduate mathematics
250			_a1st Indian ed.
260			_aSingapore: _bWorld Scientific Publishing Co. Pte. Ltd., _c2025.
300			_axvi, 479p. : _bill. ; _c23cm.
504			_aIncludes illustration, index of notation, bibliographic references and index. Contents: Fundamental Concepts and Basic Results Graph Isomorphisms, Subgraphs, the Complement of a Graph and Graphic Sequences Bipartite Graphs and Trees Eulerian Multigraphs and The Chinese Postman Problem Hamiltonian Graphs and The Traveling Salesman Problem Connectivity Independence, Matching and Covering Vertex-colorings and Planar Graphs Domination Digraphs and Tournaments Readership: Undergraduates in combinatorics and graph theory.
520			_aThis book is an expansion of our first book Introduction to Graph Theory: H3 Mathematics. While the first book was intended for capable high school students and university freshmen, this version covers substantially more ground and is intended as a reference and textbook for undergraduate studies in Graph Theory. In fact, the topics cover a few modules in the Graph Theory taught at the National University of Singapore. The reader will be challenged and inspired by the material in the book, especially the variety and quality of the problems, which are derived from the authors' years of teaching and research experience.
650			_aMthaematics _95474
650			_aGeneral principles of mathematics _95475
650			_aGraph theory
700			_aDong, Fengming _95476
700			_aNg, Kah Loon _95477
700			_aTay, Eng Guan _95478
942			_2ddc _cBK
999			_c4265 _d4265