Susan Montgomery / Hans-Jurgen Schneider (eds.)
New Directions in Hopf Algebras
Herausgeber: Montgomery, Susan; Schneider, Hans-Jurgen
Susan Montgomery / Hans-Jurgen Schneider (eds.)
New Directions in Hopf Algebras
Herausgeber: Montgomery, Susan; Schneider, Hans-Jurgen
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This book contains survey articles for graduate students and researchers on various topics surrounding Hopf algebras.
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This book contains survey articles for graduate students and researchers on various topics surrounding Hopf algebras.
Produktdetails
- Produktdetails
- Verlag: Cambridge University Press
- Seitenzahl: 496
- Erscheinungstermin: 26. März 2015
- Englisch
- Abmessung: 240mm x 161mm x 31mm
- Gewicht: 906g
- ISBN-13: 9780521815123
- ISBN-10: 0521815126
- Artikelnr.: 35675576
- Verlag: Cambridge University Press
- Seitenzahl: 496
- Erscheinungstermin: 26. März 2015
- Englisch
- Abmessung: 240mm x 161mm x 31mm
- Gewicht: 906g
- ISBN-13: 9780521815123
- ISBN-10: 0521815126
- Artikelnr.: 35675576
1. Pointed Hopf algebras Nicolas Andruskiewitsch and Hans-Jurgen Schneider;
2. On the classification of finite-dimensional triangular Hopf algebras
Shlomo Gelaki; 3. Coideal subalgebras and quantum symmetric pairs Gail
Letzter; 4. Hopf algebra extensions and cohomology Akira Masuoka; 5. Finite
quantum groupoids and their applications Dmitri Nikshych and Leonid
Vainerman; 6. On quantum algebras and coalgebras, oriented quantum algebras
and coalgebras, invariants of 1-1 tangles, knots, and links David Radford;
7. Hopf algebra extensions and monoidal categories Peter Schauenburg; 8. A
short course on quantum matrices Mitsuhiro Takeuchi; 9. The Brauer group of
a Hopf algebra Fred Van Oystaeyen and Yinhuo Zhang.
2. On the classification of finite-dimensional triangular Hopf algebras
Shlomo Gelaki; 3. Coideal subalgebras and quantum symmetric pairs Gail
Letzter; 4. Hopf algebra extensions and cohomology Akira Masuoka; 5. Finite
quantum groupoids and their applications Dmitri Nikshych and Leonid
Vainerman; 6. On quantum algebras and coalgebras, oriented quantum algebras
and coalgebras, invariants of 1-1 tangles, knots, and links David Radford;
7. Hopf algebra extensions and monoidal categories Peter Schauenburg; 8. A
short course on quantum matrices Mitsuhiro Takeuchi; 9. The Brauer group of
a Hopf algebra Fred Van Oystaeyen and Yinhuo Zhang.
1. Pointed Hopf algebras Nicolas Andruskiewitsch and Hans-Jurgen Schneider;
2. On the classification of finite-dimensional triangular Hopf algebras
Shlomo Gelaki; 3. Coideal subalgebras and quantum symmetric pairs Gail
Letzter; 4. Hopf algebra extensions and cohomology Akira Masuoka; 5. Finite
quantum groupoids and their applications Dmitri Nikshych and Leonid
Vainerman; 6. On quantum algebras and coalgebras, oriented quantum algebras
and coalgebras, invariants of 1-1 tangles, knots, and links David Radford;
7. Hopf algebra extensions and monoidal categories Peter Schauenburg; 8. A
short course on quantum matrices Mitsuhiro Takeuchi; 9. The Brauer group of
a Hopf algebra Fred Van Oystaeyen and Yinhuo Zhang.
2. On the classification of finite-dimensional triangular Hopf algebras
Shlomo Gelaki; 3. Coideal subalgebras and quantum symmetric pairs Gail
Letzter; 4. Hopf algebra extensions and cohomology Akira Masuoka; 5. Finite
quantum groupoids and their applications Dmitri Nikshych and Leonid
Vainerman; 6. On quantum algebras and coalgebras, oriented quantum algebras
and coalgebras, invariants of 1-1 tangles, knots, and links David Radford;
7. Hopf algebra extensions and monoidal categories Peter Schauenburg; 8. A
short course on quantum matrices Mitsuhiro Takeuchi; 9. The Brauer group of
a Hopf algebra Fred Van Oystaeyen and Yinhuo Zhang.