Submitted:
08 November 2018
Posted:
09 November 2018
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Abstract
In mathematics, one always aims to obtain new frameworks from specific ones. This also stratified to the regality of graphs, where one can produce numerous new graphs from a specific set of graphs. In this work we define some classes of pyramid graphs created by a gear graph and we derive straightforward formulas of the complexity of these graphs, using linear algebra matrix analysis techniques and employing knowledges of Chebyshev polynomials.
Keywords:
Complexity
; Chebyshev Polynomials
; Gear graph
; Pyramid graphs.
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