Abrir - RDU - Universidad Nacional de Córdoba

Bibliografía
[A1]
[A2]
N. Andruskiewitsch, ‘Notes on extensions of Hopf algebras’, Can. J. Math. 48 (1996), no.
1, 3–42.
N. Andruskiewitsch, ‘About finite dimensional Hopf algebras’, Notes of the Lectures at the
school ‘Quantum Symmetries in the Theorical Physics and Mathematics’, Bariloche, January
2000.
[AD] N. Andruskiewitsch y J. Devoto, ‘Extensions of Hopf algebras’, St. Petersburg Math. J.
7 (1996), no. 1, 17–52.
[AG]
N. Andruskiewitsch y G. A. García, ‘Extensions of finite quantum groups by finite
groups’. Enviado. Preprint: ArXiv: math.QA/0608647, 34 pp.
[AG2] N. Andruskiewitsch y G. A. García, ‘Finite subgroups of a simple quantum group’.
Preprint.
[AN]
N. Andruskiewitsch y S. Natale, ‘Counting arguments for Hopf algebras of low dimension’,
Tsukuba J. Math 25 (2001), no. 1, 178–201.
[AS1] N. Andruskiewitsch y H-J. Schneider, Appendix to [A1].
[AS2] N. Andruskiewitsch y H-J. Schneider, ‘Hopf algebras of order p 2 and braided Hopf
algebras of order p’, J. Algebra 199 (1998), no. 2, 430–454.
[AS3] N. Andruskiewitsch y H-J. Schneider, ‘Lifting of quantum linear spaces and pointed
Hopf algebras of order p 3 ’, J. Algebra 209 (1998), no. 2, 658–691.
[AS4] N. Andruskiewitsch y H-J. Schneider, ‘Pointed Hopf Algebras’, In ‘New directions in
Hopf algebras’, MSRI series Cambridge Univ. Press (2002), 1-68.
[AS5] N. Andruskiewitsch y H-J. Schneider, ‘On the classification of finite-dimensional pointed
Hopf algebras’. Ann. Math., to appear.
[BD] M. Beattie y S. Dascalescu, ‘Hopf algebras of dimension 14’, J. Lond. Math. Soc. (2) 69
(2004), no. 1, 65–78.
[Bk]
[Br]
N. Bourbaki, Éléments de mathématique: groupes et algèbres de Lie. Chapitre 7 et 8. Masson,
Paris, 1982.
K. S. Brown, Cohomology of Groups, Graduate Texts in Mathematics, 87 (1982). New York
- Heidelberg - Berlin: Springer-Verlag.
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