On Products of Graph Matrices
Author:
Publisher
Springer Nature Singapore
Link
https://link.springer.com/content/pdf/10.1007/978-981-99-2310-6_17
Reference9 articles.
1. Akbari S, Moazami F, Mohammadian A (2009) Commutativity of the adjacency matrices of graphs. Discret Math 309(3):595–600. https://www.sciencedirect.com/science/article/pii/S0012365X08005359, International workshop on design theory, graph theory, and computational methods
2. Barik S, Kalita D, Pati S, Sahoo G (2018) Spectra of graphs resulting from various graph operations and products: a survey. Spec Matrices 6(1):323–342
3. Bhat KA, Sudhakara G (2018) Commuting decomposition of $$K_{n_1, n_2,\ldots , n_k}$$ through realization of the product $$A(G)A(G^P_k)$$. Spec Matrices 6(1):343–356
4. Bhat KA, Prasad KM, Sudhakara G (2016) Some matrix equations of graphs. Adv Appl Discret Math 17(1):29–48
5. Bhat KA, Sudhakara G, Vinay M (2022) Algorithm to check the existence of $$H$$ for a given $$G$$ such that $$A(G)A(H)$$ is graphical. Discret Math Algorithms Appl 14(5)
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