Partitions with non-repeating odd parts and combinatorial identities
Speaker: Krishnaswami Alladi, University of Florida
Abstract: We will study partitions with non-repeating odd parts combinatorially by representing them in terms of 2-modular graphs. We obtain certain weighted identities with free parameters. By special choices of these parameters, we connect them to the Gollnitz-Gordon partitions, and combinatorially prove a modular identity and some parity results. Finally we deduce a shifted partition identity mod 32 of Andrews.
Room Reservation Information
Room Number: 106 McAllister
Time: 10:10am - 11:00am