Michael J. Schuster

activity

20122016

collaborators

3 papers

math.RT2016

Maximal rank subgroups and strong functoriality of the additive eigencone

Michael Schuster

Let $G$ be a simple connected complex Lie group. The additive eigencone of $G$ is a polyhedral cone containing the set of solutions to the additive eigenvalue problem, a generaliza…

math.AG2015

Rank reduction of conformal blocks

Michael Schuster

Let $X$ be a smooth, pointed Riemann surface of genus zero, and $G$ a simple, simply-connected complex algebraic group. Associated to a finite number of weights of $G$ and a level…

math.CO2012

Computing the Ramsey Number $R (K_{5} - P_{3}, K_{5})$

Jesse A. Calvert, Michael J. Schuster, Stanisław P. Radziszowski

We give a computer-assisted proof of the fact that $R (K_{5} - P_{3}, K_{5}) = 25$ . This solves one of the three remaining open cases in Hendry's table, which listed the Ramsey numbers for pa…

Maximal rank subgroups and strong functoriality of the additive eigencone

Rank reduction of conformal blocks

Computing the Ramsey Number R(K5​−P3​,K5​)

Computing the Ramsey Number $R (K_{5} - P_{3}, K_{5})$