Date: Wed, Mar 28, 2018
Time: 16:30 - 17:30
Title: Strictly Deza graphs and rank $3$ permutation groups
This is a joint project with S. Goryainov, W. Haemers, N. Maslova and L. Shalaginov. We give a classification of all strictly Deza graphs with parameters $(n, k, k-1, a)$. It turns out that all such graphs arise from rank $3$ strongly regular graphs.
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