Bibliographic Details
| Title: |
CHARACTERIZATION OF T-REGULAR GRAPHS UNDER GRAPH OPERATIONS AND PRODUCTS. |
| Authors: |
Seena, V.1 seenav@christcollegeijk.edu.in, Pilakkat, Raji2 |
| Source: |
Advances & Applications in Discrete Mathematics. May2026, Vol. 43 Issue 4, p527-542. 16p. |
| Subjects: |
Regular graphs, Graph theory, Kronecker products, Subgraphs |
| Abstract: |
A graph G is said to be T-regular if for any clique Q of G and any vertex v outside Q, there exists a cover C of Q in G, and an edge e incident with v such that e is not incident with any vertices of V(C). In this paper, we characterize T-regular graphs and study their behaviour under graph operations and graph products. Also, we derive sufficient conditions for join of two graphs, Cartesian, tensor and strong products of two graphs to be T-regular. [ABSTRACT FROM AUTHOR] |
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| Database: |
Engineering Source |
