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Tag Archives: integral graphs
Moonlighting
In the last week of August, I attended for the first time a virtual conference. This was the 2020 Ural Workshop on Group Theory and Combinatorics, organised by Natalia Maslova at the Ural Federal University in Yekaterinburg and her colleagues. … Continue reading
Posted in events
Tagged axial algebras, big Ramsey degrees, Deza graphs, dual Seidel switching, EPPA, Greenberg's theorem, Hardy fields, Helmut Wielandt, indivisibility, integral graphs, Latin cubes, Markov numnbers, Miguel Couciero, Natalia Maslova, profile, strongly 2-closed groups, surreal numbers, Thompson groups, twin-width
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Pilsen, days 3 and 4
After the rush of the first two days, things quietened down a bit, so I can stop and look around me. The conference logo, and an explanation, is here. Norman Biggs, one of the pioneers of algebraic graph theory, speculated … Continue reading
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