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Information Seminar Paper

Title

ENERGY OF INFINITE CLASS OF (3,6)-FULLERENE GRAPHS

Pages

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Abstract

 SUPPOSE F BE A (3, 6) -FULLERENE GRAPH WITH N VERTICES, NAMELY A PLANAR 3-REGULAR GRAPH HAVE TRIAGONAL AND HEXAGONAL FACES. IF A BE ADJACENCY MATRIX OF F AND L1,…, LN BE EIGENVALUE OF A WE KNOW THE ENERGY OF A GRAPH IS: E (G) =(FORMULA). IN THIS PAPER WE CONSIDER AN INFINIE CLASS OF FULLERENE GRAPH WITH 8N VERTICES AND FIND SUITABLE LABELING THAT BE CENTROSYMMETRIC. FINALLY WITH SUITABLE BLOCKING AND BY PROPERTIES OF CENTROSYMMETRIC MATRIX, FIND A UPPER BOUND OF ENERGY OF INFINITE CLASS OF THIS FULLERENE.

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