Art of Counting Spanning Trees - Bezabih, Abayneh;Tsegaye, Yirgalem
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The Book Concerned on Applying different enumeration techniques of spanning Trees of a graph Such as Direct counting Method, Conditioning method, Deletion Method, Inclusion-exclusion Method, recurrence relation Method, Cryptographic Method.We also Used a well known Deletion-contraction theorem to count spanning trees of a graph with very Small number of vertices and edges. For any graph, we developed a ways of Counting spanning trees Combinatorical Approach and Matrix Algebra Method. we also Noted that Matrix -Tree Theorem ,Cayley's and Scoin's Formula are vital Methods of Counting spanning…mehr

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Produktbeschreibung
The Book Concerned on Applying different enumeration techniques of spanning Trees of a graph Such as Direct counting Method, Conditioning method, Deletion Method, Inclusion-exclusion Method, recurrence relation Method, Cryptographic Method.We also Used a well known Deletion-contraction theorem to count spanning trees of a graph with very Small number of vertices and edges. For any graph, we developed a ways of Counting spanning trees Combinatorical Approach and Matrix Algebra Method. we also Noted that Matrix -Tree Theorem ,Cayley's and Scoin's Formula are vital Methods of Counting spanning trees of a graph and brief Discussion is included in this Book..
Autorenporträt
Abayneh Fentie ist Dozent an der Universität Hawassa. 1999 erwarb er einen B.Ed. in Mathematik an der Universität Dilla und 2003 einen M.Sc. in demselben Fachgebiet an der Universität Addis Abeba. Zurzeit promoviert er an der Universität Wollega in mathematischer Modellierung und beschäftigt sich mit mathematischer Öko-Epidemiologie.