Abstract
This paper contributes to the proof of the conjecture posed in [5], stating that a Nichols algebra of diagonal type with finite Gelfand–Kirillov dimension has a finite (generalized) root system. We prove the conjecture assuming that the rank is or that the braiding is of Cartan type.
Citation
Iván Angiono. Agustín García Iglesias. "ON FINITE GK-DIMENSIONAL NICHOLS ALGEBRAS OF DIAGONAL TYPE: RANK 3 AND CARTAN TYPE." Publ. Mat. 67 (2) 757 - 793, 2023. https://doi.org/10.5565/PUBLMAT6722311
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