Ahire, P.  <br/><br/>
Textbook of graph theory:  Mathematics [MTC-122]: Paper-II, Sem-II, 
as per the new CBCS syllabus of 2019-20 
 - 1st ed. 
 - Pune:  Vision publication,  2019. 
 - 197 p.:  18 cm 
<br/><br/>Contents<br/><br/>1. An Introduction to Graph    <br/><br/>1. Introduction<br/><br/>2. Graph  <br/><br/>3. Special Types of Graphs and Basic Properties<br/><br/>4. Directed Graphs and Properties   <br/><br/>5. Some Applications of Special Type of Graphs <br/><br/>6. Complement of a Graph  <br/><br/>7. Union, Intersection and Product of Graphs   <br/><br/>8. Fusion of Vertices<br/><br/>9. Isomorphism of Graphs  <br/><br/>10.Matrix Representation of Graphs and Elementary Results <br/><br/>2. Connected Graph<br/><br/>1. Introduction<br/><br/>2. Walk, Trail, Path, Cycle in Graph<br/><br/>3. Connected Graphs and Elementary Properties  <br/><br/>4. Some Definitions in Connected Graph    <br/><br/>5. Warshall's Algorithm   <br/><br/>6. Isthmus and Cut Vertex <br/><br/>7. Connectivity<br/><br/>8. Weighted Graph and Dijkstra’s Algorithm<br/><br/>3. Euler and Hamilton Path<br/><br/>1. The Konigsberg Seven Bridge Problem    <br/><br/>2. Fleury’s Algorithm<br/><br/>3. Hamiltonian Graphs<br/><br/>4. Trees  <br/><br/>1. Definitions and Basic Terminologies    <br/><br/>2. Properties and Applications of Trees   <br/><br/>3. Centre of a Tree<br/><br/>4. Some Definitions in Connected Graph    <br/><br/>5. Weighted Graph   <br/><br/>6. Spanning Tree: Definition and Properties    <br/><br/>7. M-ary tree  <br/><br/>8. Binary Tree <br/><br/>9. Tree Traversal 
<br/><br/><label>ISBN: </label> 9789350164877 
<br/><br/><label>Subjects--Topical Terms: </label><br/>Mathematics--Graph theory<br/>FYBCs-Sem-II
<br/><br/><label>Dewey Class. No.: </label>511.6  / AHI