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- THE EQUIVARIANT BRAUER GROUP OF A GROUP S. CAENEPEEL, F. VAN OYSTAEYEN, AND Y.H. ZHANG
- Projectivity of a relative Hopf module over the sub-ring of coinvariants
- GALOIS CORINGS APPLIED TO PARTIAL GALOIS S. CAENEPEEL AND E. DE GROOT
- COMODULES OVER SEMIPERFECT CORINGS S. CAENEPEEL AND M. IOVANOV
- Separable bimodules and approximation S. Caenepeel
- THE RELATIVE PICARD GROUP OF A COMODULE ALGEBRA AND HARRISON COHOMOLOGY
- CORRECTION TO "FROBENIUS FUNCTORS OF THE SECOND KIND"
- YETTER-DRINFELD CATEGORIES FOR QUASI-HOPF D. BULACU, S. CAENEPEEL, AND F. PANAITE
- CONSTRUCTING INFINITE COMATRIX CORINGS FROM S. CAENEPEEL, E. DE GROOT, AND J. VERCRUYSSE
- GALOIS THEORY FOR WEAK HOPF ALGEBRAS S. CAENEPEEL AND E. DE GROOT
- MONADIC APPROACH TO GALOIS DESCENT AND Dedicated to Dominique Bourn at the occasion of his sixtieth birthday.
- S. Caenepeel, Vrije Universiteit Brussel, Belgium G. Militaru, University of Bucharest, Romania
- Hopf algebras in Noncommutative Geometry and Physics
- J. AGUAYO-GARRIDO S. NAVARROHERNANDEZ. New Classes of Compact-Like Operators. 1
- PARTIAL ENTWINING STRUCTURES S. CAENEPEEL AND K. JANSSEN
- GALOIS THEORY FOR COMATRIX CORINGS: DESCENT THEORY, MORITA THEORY, FROBENIUS AND
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- INVOLUTORY QUASI-HOPF ALGEBRAS D. BULACU, S. CAENEPEEL, AND B. TORRECILLAS
- THE BRAUER GROUP OF AZUMAYA CORINGS AND THE SECOND COHOMOLOGY GROUP
- FROBENIUS FUNCTORS OF THE SECOND KIND S. CAENEPEEL, E. DE GROOT, AND G. MILITARU
- More properties of Yetter-Drinfeld modules over quasi-Hopf algebras
- FULLY BOUNDED NOETHERIAN RINGS AND FROBENIUS S. CAENEPEEL AND T. GUEDENON
- DOI-HOPF MODULES AND YETTER-DRINFELD MODULES FOR QUASI-HOPF ALGEBRAS
- GROUP CORINGS S. CAENEPEEL, K. JANSSEN, AND S.H. WANG
- NATURALLY FULL FUNCTORS IN NATURE A. ARDIZZONI, S. CAENEPEEL, C. MENINI, AND G. MILITARU
- PROJECTIVITY AND FLATNESS OVER THE ENDOMORPHISM RING OF A FINITELY GENERATED
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- ON THE COHOMOLOGY OF RELATIVE HOPF MODULES S. CAENEPEEL AND T. GUEDENON
- HOPF-GALOIS EXTENSIONS AND AN EXACT SEQUENCE FOR H-PICARD GROUPS
- DUALITY FOR FINITE HOPF ALGEBRAS EXPLAINED S. CAENEPEEL, D. QUINN, AND S. RAIANU
- Frobenius and Maschke type Theorems for Doi-Hopf modules and entwined modules revisited: a unified approach
- ON GRADINGS OF MATRIX ALGEBRAS AND DESCENT THEORY
- Contemporary Mathematics Modules over weak entwining structures
- MORITA EQUIVALENCES INDUCED BY BIMODULES OVER HOPF-GALOIS EXTENSIONS
- STRONG GROUP COALGEBRAS S. CAENEPEEL AND K. JANSSEN
- The quantum double for quasitriangular quasi-Hopf algebras D. Bulacuy S. Caenepeel
- Separable Functors for the Category of Doi-Hopf Modules II
- Rationality Properties for Morita Contexts associated to Corings
- Fields Institute Communications Volume 00, 0000
- TWISTINGS, CROSSED COPRODUCTS AND HOPF-GALOIS COEXTENSIONS
- MORITA THEORY FOR CORINGS AND CLEFT ENTWINING STRUCTURES
- Pairings and twisted products S. Caenepeel Zhengming Jiao*
- Maschke functors, semisimple functors and separable functors of the second kind. Applications
- SOME PROPERTIES OF SEMIREFLEXIVITY O. Cerbu1 and D. Botnaru2
- CYCLICITY OF LUSZTIG'S STRATIFICATION OF GRASSMANNIANS AND POISSON GEOMETRY
- DGLA STRUCTURE ON THE DEFORMATION COMPLEX OF LEIBNIZ UFPR -Departamento de Matematica -C.P. 019081 Curitiba -Parana -Brasil 81531-990
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- ON LIE ALGEBRAS AND TRIPLE SYSTEMS Department of Mathematics, University of Aizu, Aizuwakamatsu, 965-8580, Japan
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- MONOIDAL HOM-HOPF ALGEBRAS S. CAENEPEEL AND I. GOYVAERTS
- NONCOMMUTATIVE SPACES WITH TWISTED SYMMETRIES AND SECOND QUANTIZATION
- COVARIANT STRONG MORITA THEORY OF STAR PRODUCT S. Waldmann
- GEOMETRY OF THE QUANTUM PROJECTIVE PLANE F. D'Andrea1 and G. Landi2
- Q-DEFORMED MATRIX PSEUDOGROUPS Department of Mathematics, Uppsala University, P.O. Box 480, SE-751 06 Uppsala, Sweden
- NONCOMMUTATIVE COHERENT STATES FOR QUANTUM GROUPS N. Aizawa1 and R. Chakrabarti2
- A DIFFERENTIAL CALCULUS ON h-SUPERSPACE S. C elik and E. Salturk
- ON REDUCIBILITY OF MAPPING CLASS GROUP REPRESENTATIONS: THE SU(N) CASE
- HOPF-GALOIS EXTENSIONS AND ISOMORPHISMS OF SMALL CATEGORIES
- KONINKLIJKE VLAAMSE ACADEMIE VAN BELGIE VOOR WETENSCHAPPEN EN KUNSTEN
- TWISTED AUTOMORPHISMS OF GROUP ALGEBRAS School of Mathematics and Statistics, Sydney University, Sydney, NSW 2003, Australia
- SURVEY ON DYNAMICAL YANG-BAXTER MAPS Y. Shibukawa
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- TWISTED AUTOMORPHISMS OF HOPF ALGEBRAS School of Mathematics and Statistics, Sydney University, Sydney, NSW 2003, Australia
- ON INTEGRALS AND COINTEGRALS FOR QUASI-HOPF DANIEL BULACU AND STEFAAN CAENEPEEL
- Proceedings of the Edinburgh Mathematical Society (2011) 54, 613641 DOI:10.1017/S0013091509001746
- WEAK BIALGEBRAS AND MONOIDAL CATEGORIES G. BOHM, S. CAENEPEEL, AND K. JANSSEN