Universal Upper Bound for the Growth of Artin Monoids - Mathematics > Group TheoryReport as inadecuate




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Abstract: In this paper we study the growth rates of Artin monoids and we show that 4is a universal upper bound. We also show that the generating functions of theassociated right-angled Artin monoids are given by families of Chebyshevpolynomials. Applications to Artin groups and positive braids are given.



Author: Barbu Berceanu, Zaffar Iqbal

Source: https://arxiv.org/







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