Arup Kumar Pal

collaborators

2 papers

math.QA2026

A triangular decomposition for the crystal lattice of quantized function algebras

Saikat Das, Ayan Dey, Arup Kumar Pal

We prove a triangular decomposition theorem for the lower crystal lattice $O_{t}^{A_{0}} (G)$ of the quantized function algebra $O_{t} (G)$ , where $G$ is a con…

math.OA2024

Irreducible representations of the crystallization of the quantized function algebras $C (S U_{q} (n + 1))$

Manabendra Giri, Arup Kumar Pal

Crystallization of the $C^{*}$ -algebras $C (S U_{q} (n + 1))$ was introduced by Giri \& Pal as a $C^{*}$ -algebra $C (S U_{0} (n + 1))$ given by a finite set of generators and relations. Here we…

A triangular decomposition for the crystal lattice of quantized function algebras

Irreducible representations of the crystallization of the quantized function algebras C(SUq​(n+1))

Irreducible representations of the crystallization of the quantized function algebras $C (S U_{q} (n + 1))$