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Uniqueness of strongly regular graphs having minimal p-rank

Linear Algebra and Its Applications (1995) 226-228(C) 9-31
DOI: 10.1016/0024-3795(95)00184-S
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Abstract

Let {top left corner} be a strongly regular graph with adjacency matrix A. Let I be the identity matrix and let p be a prime. We study the p-rank of the matrices A + cI for integral c and want to characterize among all strongly regular graphs with a given parameter set those for which a p-rank is minimal. © 1995.

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APA

Peeters, R. (1995). Uniqueness of strongly regular graphs having minimal p-rank. Linear Algebra and Its Applications, 226–228(C), 9–31. https://doi.org/10.1016/0024-3795(95)00184-S

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