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Paper: Quantum Schur Algebras as Quotients of the Quantized Universal Enveloping Algebra of U(gl_2)
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Quantum Schur Algebras as Quotients of the Quantized Universal Enveloping Algebra of U(gl_2)
Authors: Stephen Dotty and Anthony Giaquinto
Uploaded by:
bci1
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- Comments:
- 24 pages preprint, December 1, 2000
- Abstract:
- A quantum Schur algebras S_v(2,d) presentation is introduced in terms of their generators and relations. The new presentation corresponds to the quantized Drinfeld-Jimbo universal enveloping algebra U(gl_2) of the Lie algebra gl_2. Keyowrds: quantum Schur algebras S_v(2,d) presentation,quantized Drinfeld-Jimbo universal enveloping algebra U(gl_2) of the Lie algebra gl_2. Online download at:
http://www.math.luc.edu/~doty/preprints/DG5.ps.gz
http:zSzzSzwww.math.luc.eduzSz~dotyzSzpreprintszSzDG5.pdf/doty00presenting.pdf
- Rights:
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http://citeseerx.ist.psu.edu/viewdoc/summary?doi=10.1.1.22.3617
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Pending Errata and Addenda
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