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Focusing on the spectral radius of graphs, this book delves into the relationship between linear algebra and graph theory, particularly through the lens of distance matrices. It offers a comprehensive survey of the largest eigenvalue of distance matrices, highlighting its structural implications for graphs. While adjacency and Laplacian matrices have received extensive attention, the distance matrix is less explored yet relevant in fields like communication network design. The authors aim to inspire research in this area and address existing gaps in the study of distance spectra.
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History and Recent Developments of Distance Spectral Radius, Somnath Paul
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- 2017
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