K. Zwart

activity

20232025

S U (N)

and

S O (N)

3 citations · 4 across the 3 of their papers we have counts for

collaborators

3 papers

math.GR2025

An addendum on the Mathieu Conjecture for $S U (N)$ , $S p (N)$ and $G_{2}$

Kevin Zwart

In this paper, we sharpen results obtained by the author in 2023. The new results reduce the Mathieu Conjecture on $S U (N)$ (formulated for all compact connected Lie groups by O. Ma…

math.GR2024★ 1 cited

On the Mathieu Conjecture for $S p (N)$ and $G_{2}$

Kevin Zwart

As a direct continuation of K. Zwart, arXiv:2304.02648, which is built on the work of M. Müger and L. Tuset, we reduce the Mathieu conjecture, formulated by O. Mathieu in 1997, for…

math.GR2023★ 3 cited

On the Mathieu Conjecture for $S U (N)$ and $S O (N)$

Kevin Zwart

Building on work of M. Müger and L. Tuset, we reduce the Mathieu conjecture, formulated by O. Mathieu in 1997, for $S U (N)$ to a simpler conjecture in purely abelian terms. We sketc…

An addendum on the Mathieu Conjecture for SU(N), Sp(N) and G2​

On the Mathieu Conjecture for Sp(N) and G2​

On the Mathieu Conjecture for SU(N) and SO(N)

An addendum on the Mathieu Conjecture for $S U (N)$ , $S p (N)$ and $G_{2}$

On the Mathieu Conjecture for $S p (N)$ and $G_{2}$

On the Mathieu Conjecture for $S U (N)$ and $S O (N)$