Ola Amara-Omari

collaborators

2 papers

math.RT2026

Symmetry for the spin highest weight module $V (I^_{n})$

Ola Amara-Omari

For an affine Lie algebra $g$ of type $A_{2 n}^{(2)}$ we get a special set of partitions for the highest weight modules $V (I^)$ , where $I^ = I^_{n}$ , and we also get a some re…

math.CO2025

Spin Multipartitions

Ola Amara-Omari, Mary Schaps

We conjecture an algorithm to construct spin multipartitions and prove that all the level one Fock spaces using our combinatorics are modules over the quantum enveloping algebra.

Symmetry for the spin highest weight module V(I^n​)

Spin Multipartitions

Symmetry for the spin highest weight module $V (I^_{n})$