Keyword

quantum groups

Description: Quantum groups are algebraic structures that generalize groups and Lie algebras, used in mathematical physics, representation theory, and integrable systems.
Wikidata ID: wiki/Q2122223
OpenAlex ID: keywords/quantum-groups
1994 · Christian Kassel · 4,191
1985 · Michio Jimbo · Letters in Mathematical Physics · 2,599
1993 · Susan Montgomery · Regional conference series in mathematics · 2,357
1963 · G.L. Sewell · Journal of the Franklin Institute · 1,942
1995 · Shahn Majid · Cambridge University Press eBooks · 1,941
1994 · Vyjayanthi Chari, Andrew Pressley · CERN Document Server (European Organization for Nuclear Research) · 1,784
2010 · George Lusztig · Birkhäuser Boston eBooks · 1,604
1989 · A J Macfarlane · Journal of Physics A Mathematical and General · 1,560
1991 · N. Reshetikhin, V. G. Turaev · Inventiones mathematicae · 1,492
2007 · Jens Jantzen · Mathematical surveys and monographs · 1,483
1986 · Michio Jimbo · Letters in Mathematical Physics · 1,436
1997 · Anatoli Klimyk, Konrad Schmüdgen · Springer eBooks · 1,170
1992 · V.G. Turaev, O.Y. Viro · Topology · 1,144
1988 · L.D. Faddeev, N.Yu. Reshetikhin, et al. · Elsevier eBooks · 1,138
1995 · Christian Kassel · Graduate texts in mathematics · 1,129
1991 · M. Kashiwara · Duke Mathematical Journal · 1,123
2004 · K. R. Goodearl, R. B. Warfield, Jr · Cambridge University Press eBooks · 1,121
1990 · G. Lusztig · Journal of the American Mathematical Society · 1,068
1989 · S. L. Woronowicz · Communications in Mathematical Physics · 1,059
1990 · N. Y. Reshetikhin, V. G. Turaev · Communications in Mathematical Physics · 1,010
1996 · Alexander Beilinson, Victor Ginzburg, et al. · Journal of the American Mathematical Society · 919
1981 · P. P. Kulish, N. Yu. Reshetikhin, et al. · Letters in Mathematical Physics · 885
1990 · V. G. DRINFEL'D · Advanced series in mathematical physics · 861
2010 · Vladimir G. Turaev · De Gruyter eBooks · 841
Works count: 14,600
Citation count: 196,200
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