Can Ozan Oğuz

collaborators

3 papers

math.RT2021

Natural transformations between induction and restriction on iterated wreath product of symmetric group of order $2$

Mee Seong Im, Can Ozan Oğuz

Let $C A_{n} = C [S_{2} ≀ S_{2} ≀ \dots ≀ S_{2}]$ be the group algebra of $n$ -step iterated wreath product. We prove some structural properties of $\mathsf{A}…

math.RT2017

The center of the twisted Heisenberg category, factorial Schur $Q$ -functions, and transition functions on the Schur graph

Henry Kvinge, Can Ozan Oğuz, Michael Reeks

We establish an isomorphism between the center of the twisted Heisenberg category and the subalgebra of the symmetric functions $Γ$ generated by odd power sums. We give a graphical…

math.QA2017

Trace of the twisted Heisenberg Category

Can Ozan Oğuz, Michael Reeks

We show that the trace decategorification, or zeroth Hochschild homology, of the twisted Heisenberg category defined by Cautis and Sussan is isomorphic to a quotient of $W^{-}$ , a su…

Natural transformations between induction and restriction on iterated wreath product of symmetric group of order 2

The center of the twisted Heisenberg category, factorial Schur Q-functions, and transition functions on the Schur graph

Trace of the twisted Heisenberg Category

Natural transformations between induction and restriction on iterated wreath product of symmetric group of order $2$

The center of the twisted Heisenberg category, factorial Schur $Q$ -functions, and transition functions on the Schur graph