M. Primc

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math.QA2026

Quasi-particles and the Kanade-Russell and KurÅungÃ¶z formula for Capparelli's identity

Marijana Butorac, Slaven KoÅ¾iÄ, Mirko Primc

We construct a quasi-particle basis of the integrable highest weight module of highest weight $3 I^_{0}$ for the twisted affine Lie algebra of type $A_{2}^{(2)}$ in the principal realiz…

math.QA2025

Linear Independence for $A_{1}^{(1)}$ by Using $C_{2}^{(1)}$

Mirko Primc, Goran TrupÄeviÄ

In the previous paper, the authors proved linear independence of the combinatorial spanning set for standard $C_{ℓ}^{(1)}$ -module $L (k I^_{0})$ by establishing a connection with the…

math.QA2024

Linear independence for $C_{ℓ}^{(1)}$ by using $C_{2 ℓ}^{(1)}$

Mirko Primc, Goran TrupÄeviÄ

In this note we prove linear independence of the combinatorial spanning set for standard $C_{ℓ}^{(1)}$ -module $L (k I^_{0})$ by establishing a connection with the combinatorial basis…

Quasi-particles and the Kanade-Russell and KurÅungÃ¶z formula for Capparelli's identity

Linear Independence for A1(1)​ by Using C2(1)​

Linear independence for Cℓ(1)​ by using C2ℓ(1)​

Quasi-particles and the Kanade-Russell and KurÅungÃ¶z formula for Capparelli's identity

Linear Independence for $A_{1}^{(1)}$ by Using $C_{2}^{(1)}$

Linear independence for $C_{ℓ}^{(1)}$ by using $C_{2 ℓ}^{(1)}$