On the Independence Number of Cayley Digraphs of Rectangular Groups

Panma, Sayan; Nupo, Nuttawoot

doi:10.1007/s00373-018-1896-6

Graphs and Combinatorics

2018

DOI: 10.1007/s00373-018-1896-6

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On the Independence Number of Cayley Digraphs of Rectangular Groups

Sayan Panma

Nuttawoot Nupo

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2023

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Cited by 1 publication

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On the Independence Number of Cayley Digraphs of Clifford Semigroups

Limkul,

Panma

2023

Mathematics

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Let S be a Clifford semigroup and A a subset of S. We write Cay(S,A) for the Cayley digraph of a Clifford semigroup S relative to A. The (weak, path, weak path) independence number of a graph is the maximum cardinality of an (weakly, path, weakly path) independent set of vertices in the graph. In this paper, we characterize maximal connected subdigraphs of Cay(S,A) and apply these results to determine the (weak, path, weak path) independence number of Cay(S,A).

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On the Independence Number of Cayley Digraphs of Clifford Semigroups

Limkul,

Panma

2023

Mathematics

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On the Independence Number of Cayley Digraphs of Rectangular Groups

Cited by 1 publication

References 13 publications

On the Independence Number of Cayley Digraphs of Clifford Semigroups

On the Independence Number of Cayley Digraphs of Clifford Semigroups

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