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Generalized radical rings, unknotted biquandles, and quantum groups

Volume 109 / 2007

Wolfgang Rump Colloquium Mathematicum 109 (2007), 85-100 MSC: Primary 81R50, 16N20, 16W30; Secondary 16S40. DOI: 10.4064/cm109-1-7

Abstract

Generalized radical rings (braces) were introduced for the study of set-theoretical solutions of the quantum Yang–Baxter equation. We discuss their relationship to groups of I-type, virtual knot theory, and quantum groups.

Authors

  • Wolfgang RumpInstitut für Algebra und Zahlentheorie
    Universität Stuttgart
    Pfaffenwaldring 57
    D-70550 Stuttgart, Germany
    e-mail

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