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Laver's results and low-dimensional topology
In connection with his interest in selfdistributive algebra, Richard Laver established two deep results with potential applications in low-dimensional topology, namely... -
Set-theoretic solutions of the Yang-Baxter equation, RC-calculus, and Garside...
Building on a result by W. Rump, we show how to exploit the right-cyclic law (x.y).(x.z) = (y.x).(y.z) in order to investigate the structure groups and monoids...
