000			02103nam a2200409 a 4500
001			20400
005			20230423231027.0
008			150623s2001 xxum a000 0 eng d
020			_a9789814416931
049			_bPITLIB
050		4	_aQA166 _b.M276 2014
100	1		_aMalik,D. S _q(Douglas Brent) _928215
245	1	0	_aIntroduction to graph theory / _cD. S Malik, M. K Sen, S Ghosh _h[book]
260			_aUpper Saddle River, N.J. : _bPrentice Hall, _cc2001. _92211
300			_a488 p. : _bill.
449		0	_a•L012– New Arrivals- Sep. 2015
504			_aThis innovative text introduces a new way of teaching graph theory. Graph theory has applications in many areas of natural science, social science, and engineering. Therefore, a class in this course may consist of students from different backgrounds. Furthermore, a graph theory course can be taught by a mathematics, computer science, or an engineering department. However, such a course is typically taught by a mathematics department with a diversity of students. Therefore, it is important that a course in graph theory must present a balance of theoretical concepts as well as their relevant applications.
650		0	_aGraph theory _928216
690		4	_a0049 สำนักการศึกษาทั่วไป _9132
700	0		_aSen,M. K _928217
700	0		_aGhosh,S _928218
942			_cBK
970			_lChapter 1 _tBasic Properties of Graphs _pp. 1
970			_lChapter 2 _tConnectivity and Bipartite Graphs _pp. 49
970			_lChapter 3 _tEulerian Graphs and Hamiltionian Graphs _pp. 93
970			_lChapter 4 _tMatrix Representation and lsomorphisms of Graphs _pp. 133
970			_lChapter 5 _tGraph Algorithms _pp. 175
970			_lChapter 6 _tTrees _pp. 199
970			_lChapter 7 _tRooted Trees _pp. 227
970			_lChapter 8 _tSpanning Trees _pp. 251
970			_lChapter 9 _tPlanar Graphs and Graph Coloring _pp. 281
970			_lChapter10 _tNetworks _pp. 329
970			_lChapter11 _tInterval Graphs _pp. 359
970			_lChapter12 _tIntersection Garphs _pp. 389
988			_c20400
999			_c20400 _d20400