for a Lie algebra, can we define an analogue of the Dedekind eta function sensibly? 1 is the unit q is some element with norm less than 1 prod (1-q^n) could very easily converge
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for a Lie algebra, can we define an analogue of the Dedekind eta function sensibly? 1 is the unit q is some element with norm less than 1 prod (1-q^n) could very easily converge