Degree of Parabolic Quantum Groups - Dipartimento di Matematica ...
Degree of Parabolic Quantum Groups - Dipartimento di Matematica ...
Degree of Parabolic Quantum Groups - Dipartimento di Matematica ...
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Bibliography 77<br />
[LS91a] S. Z. Levendorskiĭ and Ya. S. Soĭbel ′ man. The quantum Weyl<br />
group and a multiplicative formula for the R-matrix <strong>of</strong> a simple<br />
Lie algebra. Funktsional. Anal. i Prilozhen., 25(2):73–76, 1991.<br />
[LS91b] Serge Levendorskiĭ and Yan Soibelman. Algebras <strong>of</strong> functions<br />
on compact quantum groups, Schubert cells and quantum tori.<br />
Comm. Math. Phys., 139(1):141–170, 1991.<br />
[Lus90] George Lusztig. <strong>Quantum</strong> groups at roots <strong>of</strong> 1. Geom. De<strong>di</strong>cata,<br />
35(1-3):89–113, 1990.<br />
[Lus93] George Lusztig. Introduction to quantum groups, volume 110 <strong>of</strong><br />
Progress in Mathematics. Birkhäuser Boston Inc., Boston, MA,<br />
1993.<br />
[Man91] Yuri I. Manin. Topics in noncommutative geometry. M. B. Porter<br />
Lectures. Princeton University Press, Princeton, NJ, 1991.<br />
[MR87] J. C. McConnell and J. C. Robson. Noncommutative Noetherian<br />
rings. Pure and Applied Mathematics (New York). John Wiley<br />
& Sons Ltd., Chichester, 1987.<br />
[Pie82] Richard S. Pierce. Associative algebras, volume 88 <strong>of</strong> Graduate<br />
Texts in Mathematics. Springer-Verlag, New York, 1982.<br />
[Pro73] Clau<strong>di</strong>o Procesi. Rings with polynomial identities. Marcel Dekker<br />
Inc., New York, 1973.<br />
[Pro74] Clau<strong>di</strong>o Procesi. Finite <strong>di</strong>mensional representations <strong>of</strong> algebras.<br />
Israel J. Math., 19:169–182, 1974.<br />
[Pro79] Clau<strong>di</strong>o Procesi. Trace identities and standard <strong>di</strong>agrams. In Ring<br />
theory (Proc. Antwerp Conf. (NATO Adv. Study Inst.), Univ.<br />
Antwerp, Antwerp, 1978), volume 51 <strong>of</strong> Lecture Notes in Pure<br />
and Appl. Math., pages 191–218. Dekker, New York, 1979.<br />
[Pro87] Clau<strong>di</strong>o Procesi. A formal inverse to the Cayley-Hamilton theorem.<br />
J. Algebra, 107(1):63–74, 1987.<br />
[Pro98] C. Procesi. Deformations <strong>of</strong> representations. In Methods in ring<br />
theory (Levico Terme, 1997), volume 198 <strong>of</strong> Lecture Notes in Pure<br />
and Appl. Math., pages 247–276. Dekker, New York, 1998.<br />
[PS99] Alexander Premet and Serge Skryabin. Representations <strong>of</strong> restricted<br />
Lie algebras and families <strong>of</strong> associative L-algebras. J.<br />
Reine Angew. Math., 507:189–218, 1999.