The graphs with all but two eigenvalues equal to -2 or 0 von Cioabă, Sebastian M., Haemers, Willem H., Vermette, Jason R.

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Maximizing the Order of a Regular Graph of Given Valency and Second Eigenvalue von Cioabă, Sebastian M., Koolen, Jack H., Nozaki, Hiroshi, Vermette, Jason R.

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The graphs with all but two eigenvalues equal to ±1 von Cioabă, Sebastian M., Haemers, Willem H., Vermette, Jason R., Wong, Wiseley

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The graphs with all but two eigenvalues equal to $$-2$$ - 2 or 0 von Cioabă, Sebastian M., Haemers, Willem H., Vermette, Jason R.

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Notes on simplicial rook graphs von Brouwer, Andries E., Cioabă, Sebastian M., Haemers, Willem H., Vermette, Jason R.

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The graphs with all but two eigenvalues equal to  $$\pm 1$$ ± 1 von Cioabă, Sebastian M., Haemers, Willem H., Vermette, Jason R., Wong, Wiseley

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The graphs with all but two eigenvalues equal to $-2$ or $0 von Cioaba, Sebastian M, Haemers, Willem H, Vermette, Jason R

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Maximizing the order of a regular graph of given valency and second eigenvalue von Cioabă, Sebastian M, Koolen, Jack H, Nozaki, Hiroshi, Vermette, Jason R

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Notes on simplicial rook graphs von Brouwer, Andries E, Cioabă, Sebastian M, Haemers, Willem H, Vermette, Jason R

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The graphs with all but two eigenvalues equal to \(-2\) or \(0\) von Cioaba, Sebastian M, Haemers, Willem H, Vermette, Jason R

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Maximizing the order of a regular graph of given valency and second eigenvalue von Cioabă, Sebastian M, Koolen, Jack H, Nozaki, Hiroshi, Vermette, Jason R

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Notes on simplicial rook graphs von Brouwer, Andries E, Cioabă, Sebastian M, Haemers, Willem H, Vermette, Jason R

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