Cluster Algebra Structures from Decorated Super-Teichmüller Spaces

Cluster Algebra Structures from Decorated Super-Teichmüller Spaces

Explore the fascinating intersection of cluster algebras and supergeometry in this 26-minute conference talk from the Fields Institute's Workshop on Supergeometry and Bracket Structures in Mathematics and Physics. Delve into the intricate world of cluster algebra structures derived from decorated super-Teichmüller spaces as presented by Sylvester Zhang and Nicholas Ovenhouse from the University of Minnesota. Gain insights into key concepts such as cluster algebras, dimer models, and super-Teichmüller spaces through detailed examples and recipes. Discover how labeling techniques are applied in this advanced mathematical context, bridging the gap between abstract algebra and geometric structures.