A brief update. I’ve been at Cambridge for the last week or so now, and lectures have finally started. I am, tentatively, taking the following Part II classes: Riemann Surfaces Topics in Analysis Probability and Measure Graph Theory Linear Analysis (Functional Analysis) Logic and Set Theory I will also attempt to sit in on Part [...]
Posts Tagged ‘Catalan numbers’
Walks on graphs and tensor products
Posted in algebraic combinatorics, graph theory, representation theory, Uncategorized, tagged Catalan numbers, Chebyshev polynomials, Fourier transforms, Lie groups, representation theory of the symmetric group, walks on graphs on March 7, 2010 | 2 Comments »
Recently I asked a question on MO about some computations I’d done with Catalan numbers awhile ago on this blog, and Scott Morrison gave a beautiful answer explaining them in terms of quantum groups. Now, I don’t exactly know how quantum groups work, but along the way he described a useful connection between walks on [...]