Modular interfaces : modular Lie algebras, quantum groups, and Lie superalgebras : AMSIP volume 4

Contributor(s): Block, Richard E | Chari, Vyjayanthi | Penkov, Ivan BMaterial type: Computer fileComputer fileSeries: AMS/IP Studies in Advanced Mathematics ; v. 4Publication details: Providence, RI : American Mathematical Society : International Press, c1997Description: 1 online resource (x, 160 p.)ISBN: 9781470437954 (online)Subject(s): Lie algebras | Lie superalgebras | Quantum groupsLOC classification: QA252.3Online resources: Click here to access online
Contents:
Highest weight modules for locally finite Lie algebras ; Factorization of representations of quantum affine algebras ; Basic coalgebras ; Partially and fully integrable modules over Lie superalgebras ; Comparing modular representations of semisimple groups and their Lie algebras ; The dual Lie bialgebra of a Lie bialgebra ; Derivations and isomorphisms of lie algebras of characteristic 0 ; A characterization of some simple Lie algebras in prime characteristic ; Representations of derivation simple algebras ; Some properties of
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Mathematics Link to resource Accessible Online EBK20893
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A conference in honor of Richard E. Block, February 18-20, 1995, University of California, Riverside.

Highest weight modules for locally finite Lie algebras ; Factorization of representations of quantum affine algebras ; Basic coalgebras ; Partially and fully integrable modules over Lie superalgebras ; Comparing modular representations of semisimple groups and their Lie algebras ; The dual Lie bialgebra of a Lie bialgebra ; Derivations and isomorphisms of lie algebras of characteristic 0 ; A characterization of some simple Lie algebras in prime characteristic ; Representations of derivation simple algebras ; Some properties of \bf Z}_2 graded determinants

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