AbstractI will describe a certain class of short-range correlated pure states of 2d lattice systems naturally associated with a unitary rational vertex operator algebra. I will argue that such states realize the chiral topological order associated with this vertex algebra. The construction provides a natural way to insert anyons and compute certain topological invariants. It also gives candidat...
AbstractIn 1987 Wormald conjectured that the edges of every cubic graph on 4n vertices can be partitioned into two isomorphic linear forests. We prove this conjecture for large connected cubic graphs. This is joint work with Gal Kronenberg, Alexey Pokrovskiy, and Liana Yepremyan.Speaker IntroShoham Letzter is a Royal Society University Research Fellow and lecturer at University College London (...
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