SECURE VERTEX COVER PEBBLING NUMBER FOR FAMILIES OF TREE-DERIVED STRUCTURES

The secure vertex cover pebbling number of a graph , is the smallest number that allows every distribution of pebbles to reach some secure vertex cover of by a sequence of pebbling moves. Trees are advantageous in biological science especially in systematics, bioinformatics and phylogenetics. In this paper, the secure vertex cover pebbling number for some tree-derived structures such as coconut tree, comb graph, Bistar graph, Banana tree and complete binary tree has been determined.

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Publication Details

Journal
Advances and Applications in Discrete Mathematics
Published
2024-12-31
DOI
https://doi.org/10.17654/0974165825012
Primary Topic
Cellular Automata and Applications
Type
article
Field-Weighted Citation Impact
0.00
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article

SECURE VERTEX COVER PEBBLING NUMBER FOR FAMILIES OF TREE-DERIVED STRUCTURES

Lian Mathew, J. W. Thomas, S. Sarah Surya, Jeet Kurian Mattam
Advances and Applications in Discrete Mathematics
Cellular Automata and Applications
article

SECURE VERTEX COVER PEBBLING NUMBER FOR FAMILIES OF TREE-DERIVED STRUCTURES

Lian Mathew, J. W. Thomas, S. Sarah Surya, Jeet Kurian Mattam
article en

Abstract

The secure vertex cover pebbling number of a graph , is the smallest number that allows every distribution of pebbles to reach some secure vertex cover of by a sequence of pebbling moves. Trees are advantageous in biological science especially in systematics, bioinformatics and phylogenetics. In this paper, the secure vertex cover pebbling number for some tree-derived structures such as coconut tree, comb graph, Bistar graph, Banana tree and complete binary tree has been determined.

Advances and Applications in Discrete MathematicsVol. 42(2)
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Openalex Percentile: Top 71%
Cellular Automata and Applications
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