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An exactly solvable Calogero model for a non-integrally laced group

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Publication details

JournalPhysics Letters A
DatePublished - 9 Oct 2000
Issue number3
Number of pages4
Pages (from-to)169-172
Original languageEnglish


An exactly solvable model of Calogero type is constructed for the finite subgroups of the affinisation H-3(aff) of the noncrystallographic Coxeter group H-3 based on their invariants. This demonstrates that the construction scheme based on group invariants can be successfully applied also to groups with non-integrally laced graphs. (C) 2000 Elsevier Science B.V. All rights reserved.

    Research areas

  • Calogero model, noncrystallographic Coxeter groups, affine extension, SUTHERLAND MODELS, MOSER MODELS, LIE-ALGEBRAS, QUANTUM

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