R. Budzyński S. Zakrzewski W. Pusz | Preface, Contents | 1-8 |
G. Böhm K. Szlachányi | Weak C∗-Hopf algebras: the coassociative symmetry of non-integral dimensions | 9-19 |
Y. Samoĭlenko L. Turowska | Semilinear relations and ∗-representations of deformations of so(3) | 21-40 |
A. Sheu | Groupoids and compact quantum groups | 41-50 |
A. Van Daele | Multiplier Hopf algebras and duality | 51-58 |
E. Vaysleb | On *-representations of U_q(sl(2)): more real forms | 59-65 |
S. Wang | Problems in the theory of quantum groups | 67-78 |
Y. Bespalov B. Drabant | Bicovariant differential calculi and cross products on braided Hopf algebras | 79-90 |
G. Delius | Introduction to quantum Lie algebras | 91-97 |
D. Gurevich | Braided modules and reflection equations | 99-110 |
V. Lyubashenko | Squared Hopf algebras and reconstruction theorems | 111-137 |
B. Pareigis | On Lie algebras in braided categories | 139-158 |
S. Silvestrov | On the classification of 3-dimensional coloured Lie algebras | 159-170 |
A. Borowiec V. Kharchenko Z. Oziewicz | First order calculi with values in right-universal bimodules | 171-184 |
K. Schmüdgen A. Schüler | Left-covariant differential calculi on SL_q(N) | 185-191 |
V. Bavula | Classification of the simple modules of the quantum Weyl algebra and the quantum plane | 193-201 |
V. Dobrev | Representations of quantum groups and (conditionally) invariant q-difference equations | 203-222 |
P. Kondratowicz P. Podleś | On representation theory of quantum SL_q(2) groups at roots of unity | 223-248 |
G. Arutyunov | Geometric construction of the classical r-matrix for the elliptic Calogero-Moser system | 249-259 |
A. Ballesteros M. del Olmo | Contractions of Poisson-Lie groups, Lie bialgebras and quantum deformations | 261-271 |
S. Zakrzewski | A characterization of coboundary Poisson Lie groups and Hopf algebras | 273-278 |
A. Baranovitch | Differential geometrical relations for a class of formal series | 279-287 |
T. Brzeziński | A note on coalgebra gauge theory | 289-292 |
Y. Daletskii V. Kushnirevitch | Formal differential geometry and Nambu-Takhtajan algebra | 293-302 |
M. Đurđević | Quantum principal bundles and their characteristic classes | 303-313 |
M. Đurđević | Quantum classifying spaces and universal quantum characteristic classes | 315-327 |
H. Omori N. Miyazaki A. Yoshioka Y. Maeda | Noncommutative 3-sphere as an example of noncommutative contact algebras | 329-334 |
S. Majid | Some remarks on quantum and braided group gauge theory | 335-349 |
J. de Azcárraga F. Rodenas | Differential calculus on 'non-standard' (h-deformed) Minkowski spaces | 351-360 |
B. Cerchiai P. Schupp | Symmetries of an extended Hubbard model | 361-368 |
P. Schupp G. Fiore | Statistics and quantum group symmetries | 369-377 |
A. Kempf | On path integration on noncommutative geometries | 379-386 |
M. Klimek | The symmetry algebra and conserved currents for Klein-Gordon equation on quantum Minkowski space | 387-395 |
W. Marcinek | On quantum Weyl algebras and generalized quons | 397-402 |
J. Seifert | Generalized Hermite polynomials obtained by embeddings of the q-Heisenberg algebra | 403-413 |
J. Stokman | Two limit transitions involving multivariable BC type Askey-Wilson polynomials | 415-428 |
K. Ueno M. Nishizawa | The multiple gamma function and its q-analogue | 429-441 |