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Quantum groups and Lie theory [electronic resource] / edited by Andrew Pressley.

By: LMS Durham Symposium on Quantum Groups (1999 : Grey College, University of Durham).
Contributor(s): Pressley, Andrew.
Material type: TextTextSeries: London Mathematical Society lecture note series: 290.Publisher: Cambridge, UK ; New York, NY : Cambridge University Press, 2001Description: 1 online resource (viii, 234 p.) : ill.ISBN: 0511065221 (electronic bk.); 9780511065224 (electronic bk.); 9780511542848 (electronic bk.); 0511542844 (electronic bk.).Subject(s): Quantum groups -- Congresses | Lie groups -- Congresses | Mathematical physics -- Congresses | Groupes quantiques -- Congr�es | Lie, Groupes de -- Congr�es | Physique math�ematique -- Congr�es | SCIENCE -- Physics -- Mathematical & Computational | Quantum groups | Lie groups | Mathematical physics | Electronic books | Kwantumgroepen | Lie-groepen | Grupos qu�anticos | �Algebra | Lie-Gruppe | Mathematische Physik | Quantengruppe | Andre fag (naturvidenskab og teknik) Andre fagGenre/Form: Electronic books. | Durham (1999) | Kongress.Additional physical formats: Print version:: Quantum groups and Lie theory.DDC classification: 530.15/255 Other classification: 31.30 Online resources: EBSCOhost
Contents:
Lectures on cyclotomic Hecke algebras / Susumu Ariki -- An introduction to group doublecross products and some uses / Edwin Beggs -- Canonical bases and piecewise-linear combinatorics / Roger Carter & Robert Marsh -- Integrable and Weyl modules for quantum affine slb2s / Vyjayanthi Chari & Andrew Pressley -- Notes on balanced categories and Hopf algebras / Bernhard Drabant -- Lectures on the dynamical Yang-Baxter equations / Pavel Etinghof & Olivier Schiffmann -- Quantized primitive ideal spaces as quotients of affine algebraic varieties / K.R. Goodearl -- Representations of semisimple Lie algebras in positive characteristic and quantum groups at roots of unity / Iain Gordon -- The Yang-Baxter equation for operators on function fields / Jintai Ding & Timothy J. Hodges -- Noncommutative differential geometry and twisting of quantum groups / Shahn Majid -- Finite quantum groups and pointed Hopf algebras / Ian M. Musson -- On some two parameter quantum and Jordanian deformations, and their coloured extensions / Deepak Parashar & Roger J. McDermott -- Tensor categories and Braid reprentations / Hans Wenzl.
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Record of some lectures presented at the LMS Durham Symposium on Quantum Groups, held July 19-29, 1999, at Grey College, University of Durham.

Includes bibliographical references.

Lectures on cyclotomic Hecke algebras / Susumu Ariki -- An introduction to group doublecross products and some uses / Edwin Beggs -- Canonical bases and piecewise-linear combinatorics / Roger Carter & Robert Marsh -- Integrable and Weyl modules for quantum affine slb2s / Vyjayanthi Chari & Andrew Pressley -- Notes on balanced categories and Hopf algebras / Bernhard Drabant -- Lectures on the dynamical Yang-Baxter equations / Pavel Etinghof & Olivier Schiffmann -- Quantized primitive ideal spaces as quotients of affine algebraic varieties / K.R. Goodearl -- Representations of semisimple Lie algebras in positive characteristic and quantum groups at roots of unity / Iain Gordon -- The Yang-Baxter equation for operators on function fields / Jintai Ding & Timothy J. Hodges -- Noncommutative differential geometry and twisting of quantum groups / Shahn Majid -- Finite quantum groups and pointed Hopf algebras / Ian M. Musson -- On some two parameter quantum and Jordanian deformations, and their coloured extensions / Deepak Parashar & Roger J. McDermott -- Tensor categories and Braid reprentations / Hans Wenzl.

Description based on print version record.

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Quantum groups and Lie theory by Pressley Andrew ed.
Quantum groups and Lie theory ©2001
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