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semi strong outer mod sum cayley graphs
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نویسنده
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sooryanarayana badekara ,jayalakshmi m
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منبع
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algebraic structures and their applications - 2024 - دوره : 11 - شماره : 3 - صفحه:243 -253
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چکیده
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Let a be an abelian group generated by a 2-element set s={a, b: a^m=b^n=e, m,nge 2}, where e is the identity element of a. let gamma_{m,n}=cay_g(a, s) be the undirected cayley graph of a associated with s. in this paper, it is shown that gamma_{2k+1,2l+1}, gamma_{2, 2+l} and gamma_{2k+1, 6} are semi strong outer mod sum graphs, and gamma_{k, l} is anti-outer mod sum graph, for every k,lin mathbb{z}^+.
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کلیدواژه
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cayley graphs ,mod sum labeling ,outer mod sum labeling ,outer sum labeling ,sum labeling
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آدرس
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dr. ambedkar institute of technology, department of mathematics, india, dr. ambedkar institute of technology, department of mathematics, india
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پست الکترونیکی
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jayachatra@yahoo.co.in
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Authors
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