T. Banica, Quantum permutations, Hadamard matrices, and
the search for matrix models ............................. 11-42
T. Brzeziński, A note on flat noncommutative connections .... 43-53
I. Cohen and E. Wagner, A noncommutative 2-sphere
generated by the quantum complex plane ................... 55-66
L. Dąbrowski, T. Hadfield, P.M. Hajac, R. Matthes and
E. Wagner, Index pairings for pullbacks of C*-algebras ... 67-84
K. De Commer, Equivariant Morita equivalences between
PodleS spheres .......................................... 85-105
M. Enock, Morita equivalence of measured quantum
groupoids. Application to deformation of measured
quantum groupoids by 2-cocycles ........................ 107-198
D. Goswami and A. Skalski, On two possible constructions
of the quantum semigroup of all quantum permutations
of an infinite countable set ........................... 199-214
P.M. Hajac, A. Kaygun and B. Zieliński, Finite closed
coverings of compact quantum spaces .................... 215-237
P.M. Hajac and B. Zieliński, Cocycle condition for
multi-pullbacks of algebras ............................ 239-243
M. Hilsum, Bilipschitz invariance of the first
transverse characteristic map .......................... 245-260
B. Iochum, T. Masson and A. Sitarz, k-deformation,
affine group and spectral triples ...................... 261-291
W.A. Majewski, Positive linear maps of matrix algebras .... 293-302
J. Rudnik, The AT-theory of the triple-Toeplitz
deformation of the complex projective plane ............ 303-310
T. Timmermann, Free dynamical quantum groups and the
dynamical quantum group SUQdyn(2) ....................... 311-341
L. Vainerman and J.-M. Vallin, On  /2-extensions of
pointed fusion categories .............................. 343-366
A. Van Daele and S. Wang, Weak multiplier Hopf algebras.
Preliminaries, motivation and basic examples ........... 367-415
C. Voigt, Quantum SU(2) and the Baum-Connes
conjecture ............................................. 417-432
S.Z. Wang, On the problem of classifying simple compact
quantum groups ......................................... 433-453
L. Zsidó, On Woronowicz's approach to the Tomita-
Takesaki theory ........................................ 455-486
|
