Harmonic Analysis and Real Group Algebras.
Harmonic analysis of symmetric random graphs
This note attempts to understand graph limits as defined by Lovasz and Szegedy in terms of harmonic analysis on semigroups. This is done by representing probability distributions of random exchangeable graphs as mixtures of characters on the semigroup of unlabeled graphs with node-disjoint union, thereby providing an alternative derivation of de Finetti's theorem for random exchangeable graphs.
Helical maps from LCA-groups into Hilbert spaces.
Holomorphic representation theory. I.