Rogers–Ramanujan Type Identities

This talk was given during the mini-symposium, "Legacy of Ramanujan - Part II: q-Series and Partitions," of the International Symposium on Orthogonal Polynomials, Special Functions and Applications.

Mini-Symposium Summary: In the past few decades, the influence of Ramanujan’s work on contemporary mathematics has been enormous. More precisely, mock theta functions and mock modular forms, q-series and partitions, and classical analytic number theory and analysis are three areas in which Ramanujan’s results have driven considerable research. The minisymposium that I propose to organize will feature four speakers in each of these three areas. An initial list of possible speakers is given for each area.