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Title
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روش هاي عددي در محاسبه انرژي گراف
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Type
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Thesis
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Keywords
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kenser graph, energy of graph, hyperenergetic
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Abstract
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Let G be a graph with n vertices and m edges. In this project, we establish some bounds on energy of graph based on n and m. Two graph with the same number of vertices are called equienergytic if they have the same energy. In this project, we introduce some classes of equienergetic graph. A graph of order n is called hyperenergetic ht energy of graph greater than 2n-2. In the end, it is shown that Keneser graphs and their complement are hyperenergetic.
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Researchers
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Alireza Ataei (Primary advisor) , Reza Sharafdini (Primary advisor) , Mojgan Mogharrab (Advisor)
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