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Title: Quasi-invariants of Coxeter groups and m-harmonic polynomials
Authors: Feigin, Mikhail V.
Veselov, A.P.
Issue Date: 2001
Abstract: The space of m-harmonic polynomials related to a Coxeter group G and a multiplicity function m on its root system is defined as the joint kernel of the properly gauged invariant integrals of the corresponding generalised quantum Calogero-Moser problem. The relation between this space and the ring of all quantum integrals of this system (which is isomorphic to the ring of corresponding quasiinvariants) is investigated.
Description: This pre-print appeared in the journal, International Mathematics Research Notices [© Hindawi Pub.]. The definitive version: FEIGIN, M. and VESELOV, A.P., 2002. Quasi-invariants of Coxeter groups and m-harmonic polynomials, (10): 521-545.
URI: https://dspace.lboro.ac.uk/2134/736
Appears in Collections:Pre-prints (Maths)

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