isomorphic graph, bipartite graph, and planar graph

May 19th, 2015
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(2) Give an example of a pair of graphs which have identical degree sequences, but which are not isomorphic These two graphs are not isomorphic because in (i) the vertex of degree 4 is joined to vertices of degree 1,1,3, and 2, but in (ii) the vertex of degree 4 is joined to vertices of degree 1,1,3 and 3

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ROWAN UNIVERSITYDepartment of MathematicsSYLLABUSMath 03.150 Discrete MathematicsCATALOG DESCRIPTION:Math 03.150 Discrete MathematicsThis course provides an overview of the branch of mathematics commonly known as discrete mathematics. Topics included are sets, relations, functions, induction and other methods of proof, recursion, combinatorics, graph theory, and algorithms. Emphasis is placed on the solution of problems and proofs. The use of graphing calculator is required.OBJECTIVES:In terms of outcomes, students will be able to:a) discuss and use set theoretic techniques, (operations, Venn diagrams, etc.).b) solve problems in combinatorics (permutations, combinations, etc..).c) perform various operations with relations and functions (congruence, methods of proof, induction, recursion, etc..).d) explain and use the concepts of graphs and trees.e) Ap

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