Monte Carlo study of SU (2) gauge theory at finite temperature J Kuti, J Polonyi, K Szlachʹanyi
Physics Letters B 98 (3), 199-204, 1981
697 1981 Weak Hopf algebras: I. Integral theory and c-structure G Böhm, F Nill, K Szlachányi
Journal of Algebra 221 (2), 385-438, 1999
670 1999 A coassociative C*-quantum group with non-integral dimensions G Bohm, K Szlachányi
Lett. Mat. Phys. 35, 437, 1996
218 1996 Phase transition from strong-coupling expansion J Polonyi, K Szlachanyi
Physics Letters B 110 (5), 395-398, 1982
183 1982 Weak Hopf algebras: II. Representation theory, dimensions, and the Markov trace G Böhm, K Szlachányi
Journal of Algebra 233 (1), 156-212, 2000
139 2000 Hopf algebroids with bijective antipodes: axioms, integrals, and duals G Böhm, K Szlachányi
Journal of Algebra 274 (2), 708-750, 2004
134 2004 Hopf algebroids with bijective antipodes: axioms, integrals, and duals G Böhm, K Szlachányi
Journal of Algebra 274 (2), 708-750, 2004
134 2004 Bialgebroid actions on depth two extensions and duality L Kadison, K Szlachányi
Advances in Mathematics 179 (1), 75-121, 2003
119 2003 Finite quantum groupoids and inclusions of finite type K Szlachányi
arXiv preprint math/0011036, 2000
98 2000 Skew-monoidal categories and bialgebroids K Szlachányi
Advances in Mathematics 231 (3-4), 1694-1730, 2012
96 2012 Quantum symmetry and braid group statistics inG -spin models K Szlachʹanyi, P Vecsernyés
Communications in mathematical physics 156, 127-168, 1993
86 1993 Quantum chains of Hopf algebras with quantum double cosymmetry F Nill, K Szlachányi
Communications in mathematical physics 187 (1), 159-200, 1997
61 1997 symmetry of symbols and Frobenius–Schur indicators in rigid monoidal categoriesJ Fuchs, AC Ganchev, K Szlachányi, P Vecsernyés
Journal of Mathematical Physics 40 (1), 408-426, 1999
56 1999 The monoidal Eilenberg–Moore construction and bialgebroids K Szlachányi
Journal of Pure and Applied Algebra 182 (2-3), 287-315, 2003
47 2003 Adjointable monoidal functors and quantum groupoids K Szlachanyi
Hopf algebras in noncommutative geometry and physics, 291-308, 2019
39 2019 Weak Hopf algebras K Szlachányi
Operator algebras and quantum field theory (Rome, 1996), 621-632, 1996
37 1996 Weak Hopf algebras and reducible Jones inclusions of depth 2. I: From crossed products to Jones towers F Nill, K Szlachanyi, HW Wiesbrock
arXiv preprint math/9806130, 1998
33 1998 Finitary Galois extensions over noncommutative bases I Bálint, K Szlachányi
Journal of Algebra 296 (2), 520-560, 2006
29 2006 Weak c*-Hopf algebras: the coassociative symmetry of non-integral dimensions G Böhm, K Szlachányi
Banach Center Publications 40 (1), 9-19, 1997
26 1997 Hopf algebroid symmetry of abstract Frobenius extensions of depth 2 G Böhm, K Szlachányi
Communications in Algebra 32 (11), 4433-4464, 2004
23 2004