000			01778nam a22002537a 4500
008			151021b2015 xxu||||| |||| 00| 0 eng d
020			_a9789814641593
082			_a511.5 KOH-K
100			_aKoh, Khee Meng.
245			_aGraph theory : _bundergraduate mathematics / _cKhee Meng Koh...[et.al.].,
260			_aSingapore _bWorld Scientific Publishing _c2015
300			_a479 p.
365			_aUSD _b68.00
500			_aDiscrete Mathematics is a branch of mathematics dealing with finite or countable processes and elements. Graph Theory is an area in Discrete Mathematics which studies configurations involving a set of vertices inter connnected by edges (called graphys). From humble beginners and almost recreational type problems, Graph Theory has found its calling in the modern world of complex systems and especially of the computer. Graph Theory and its applications can be found not only in other branches of mathematics, but also in scientific disciplines such as engineering, computer science, operational research. management sciences and the life sciences. Since computer require discrete formulation of problems, Graph Theory has become an essential powerful tool for engineers and applied scientists, in particular, in the area of designing and analyzing algorithms for various problems which range from designing the itineraries for a shipping company to sequencing the human genome in the life sciences.
650			_aGraph theory -- Textbooks.
650			_aMathematics -- Study and teaching (Higher)
650			_aGraph theory
650			_aHamiltonian graph
650			_aEulerian graph
650			_aBipartite graph
700			_aDong., Fengming., jt. auth.,
700			_aLoon Ng, Kah., jt. auth.
700			_aTay, Eng Guan., jt. auth.
999			_c21879 _d21879