Stability of bases of irreducible finite type of real rank one
Abstract
It has been known since their birth in Bao and Wang's work that the bases of groups are not stable in general. In the author's previous work, the stability of bases of certain quasi-split types turned out to be closely related to the theory of . In this paper, we prove the stability of bases of irreducible finite type of real rank 1, for which the theory of has not been developed, by means of global and local crystal bases.
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