Showing 61 - 80 of 3,285

61

Eight-vertex model and non-stationary Lamé equation
Bazhanov, Vladimir ; Mangazeev, Vladimir
Journal of Physics A: Mathematical and General. 38:L145-L153

High Energy Physics - Th... Nonlinear Sciences - Exa... High Energy Physics - Th... 0103 physical sciences FOS: Physical sciences Groups and algebras in q...
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62

Factoriality of q-Gaussian von Neumann Algebras: Factoriality of \(q\)-Gaussian von Neumann algebras
Ricard, Éric ; Laboratoire de Mathématiques de Besançon (UMR 6623) (LMB) ; Centre National de la Recherche Scientifique (CNRS)-Université de Franche-Comté (UFC) ; et al.
Communications in Mathematical Physics. 257:659-665

General theory of von Ne... [MATH.MATH-OA]Mathematic... Mathematics - Operator A... Quantum groups (quantize... [MATH.MATH-FA]Mathematic... 16. Peace & justice
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63

Construction of a Universal Twist Element from an R-Matrix: Construction of a universal twist element from an \(R\)-matrix.
E. V. Damaskinsky ; P. P. Kulish ; Alexander Stolin
Journal of Mathematical Sciences. 125:229-238

0103 physical sciences Quantum groups (quantize... 0101 mathematics Quantum groups and relat... 01 natural sciences Hopf algebras (associati...
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64

QUANTUM GROUPOIDS OF COMPACT TYPE: Quantum groupoids of compact type
Michel Enock
Journal of the Institute of Mathematics of Jussieu. 4:29-133

von Neumann algebras pseudo-multiplicative un... quantum groupoid Other ''noncommutative'... \(C^*\)-algebras 0101 mathematics
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65

R-Matrices for SU(2)-Invariant Two-Leg Spin Ladders: \(R\)-matrices for SU(2)-invariant two-leg spin ladders
P. N. Bibikov
Journal of Mathematical Sciences. 125:111-117

0103 physical sciences Quantum groups and relat... 01 natural sciences
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66

Quantization of non-unitary geometric classical $r$-matrices: Quantization of non-unitary geometric classical \(r\)-matrices
Matías Graña ; Pavel Etingof
Mathematical Research Letters. 12:141-153

17B37 53D50 Mathematics - Quantum Al... 0103 physical sciences FOS: Mathematics Quantum Algebra (math.QA...
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67

Shift Operator for Nonabelian Lattice Current Algebra: Shift operator for nonabelian lattice current algebra
Alexander Yu. Volkov ; L. D. Faddeev
Publications of the Research Institute for Mathematical Sciences. 40:1113-1125

High Energy Physics - Th... High Energy Physics - Th... Infinite-dimensional gro... 0103 physical sciences Noncommutative geometry... FOS: Physical sciences
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68

An R-matrix for D(3)4: An \(R\)-matrix for \(D^{(3)}_4\)
Bruce W. Westbury
Journal of Physics A: Mathematical and General. 38:L31-L34

0103 physical sciences Groups and algebras in q... Quantum groups (quantize... 0101 mathematics Quantum groups and relat... Lattice systems (Ising,...
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69

HOPF-ALGEBRA DESCRIPTION OF NONCOMMUTATIVE-SPACE–TIME SYMMETRIES: Hopf-algebra description of noncommutative-space-time symmetries
A. Agostini ; G. Amelino Camelia ; D'ANDREA, FRANCESCO
International Journal of Modern Physics A. 19:5187-5219

High Energy Physics - Th... quantum groups FOS: Physical sciences General Relativity and Q... 01 natural sciences General Relativity and Q...
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70

Para-Hopf Algebroids and their Cyclic Cohomology: Para-Hopf algebroids and their cyclic cohomology
Masoud Khalkhali ; Bahram Rangipour
Letters in Mathematical Physics. 70:259-272

Noncommutative geometry... transverse geometry K-Theory and Homology (m... 01 natural sciences Geometry of quantum grou... Hopf-cyclic cohomology
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71

Representations of Algebraic Quantum Groups and Reconstruction Theorems for Tensor Categories: Representations of algebraic quantum groups and reconstruction theorems for tensor categories
Mueger, H.A.H. ; Roberts, J.E. ; Tuset, L. ; et al.
Algebras and Representation Theory, 7, 5, pp. 517-573

81R50, 18D10 Representation theory Quantum groups (quantize... Mathematics - Category T... 01 natural sciences Settore MAT/05 - ANALISI...
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72

Coherent states for the q-deformed quantum mechanics on a circle: Coherent states for the \(q\)-deformed quantum mechanics on a circle
J. Rembielinski ; K. Kowalski
Journal of Physics A: Mathematical and General. 37:11447-11455

Quantum Physics Mathematics - Quantum Al... 0103 physical sciences FOS: Mathematics Quantum Algebra (math.QA... FOS: Physical sciences
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73

Factorizable quasi-Hopf algebras—applications: Factorizable quasi-Hopf algebras -- applications.
Daniel Bulacu ; Blas Torrecillas
Journal of Pure and Applied Algebra. 194:39-84

Finite-dimensional group... Algebra and Number Theor... Drinfeld doubles Hopf algebras (aspects o... Mathematics - Quantum Al... FOS: Mathematics
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74

A QUANTIZATION OF BOX-BALL SYSTEMS: A quantization of box-ball systems
Masato Okado ; Rei Inoue ; Atsuo Kuniba
Reviews in Mathematical Physics. 16:1227-1258

L operator vertex model Nonlinear Sciences - Exa... Cellular Automata and La... Yang-Baxter equation FOS: Physical sciences
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75

FOCK REPRESENTATIONS AND QUANTUM MATRICES: Fock representations and quantum matrices.
D. Shklyarov ; L. Vaksman ; Sergey D. Sinel'shchikov
International Journal of Mathematics. 15:855-894

quantum groups 20G42 46L52 bounded symmetric domain Quantum groups (quantize... 01 natural sciences
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76

Exactly solvable potentials of Calogero type forq-deformed Coxeter groups: Exactly solvable potentials of Calogero type for \(q\)-deformed Coxeter groups
Christian Korff ; Andreas Fring
Journal of Physics A: Mathematical and General

High Energy Physics - Th... Infinite-dimensional gro... FOS: Physical sciences Quantum groups (quantize... Mathematical Physics (ma... 01 natural sciences
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77

Spitzer's identity and the algebraic Birkhoff decomposition in pQFT
Kurusch Ebrahimi-Fard ; Dirk Kreimer ; Li Guo
Journal of Physics A: Mathematical and General. 37:11037-11052

Operator algebra methods... High Energy Physics - Th... FOS: Physical sciences Quantum groups (quantize... Mathematics - Rings and... Mathematical Physics (ma...
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78

Inhomogeneous quantum groups for particle algebras: Inhomogeneous quantum groups for particle algebras.
M. Arik ; A. Baykal
Journal of Mathematical Physics. 45:4207-4217

0103 physical sciences Quantum groups (quantize... Quantum groups and relat... 01 natural sciences
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79

On completeness of Barut–Girardello coherent states ofsuq(1, 1) algebra: On completeness of Barut-Girardello coherent states of \(\text{su}_q(1, 1)\) algebra
R. Chakrabarti ; S S Vasan
Journal of Physics A: Mathematical and General. 37:10561-10570

0103 physical sciences Coherent states Quantum groups (quantize... Quantum groups and relat... 01 natural sciences Hopf algebras (associati...
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80

q -conformal invariant equations and q-plane wave solutions: \(q\)-conformal invariant equations and \(q\)-plane wave solutions.
S. T. Petrov ; V. K. Dobrev
Journal of Mathematical Physics. 45:3788-3799

81R50 Mathematics - Quantum Al... 17B37 0103 physical sciences FOS: Mathematics Quantum Algebra (math.QA...
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