Showing 121 - 140 of 3,285

121

A NOTE ON SPECTRAL ZETA FUNCTIONS OF QUANTUM GROUPS: A note on spectral zeta functions of quantum groups.
Kurokawa Nobushige ; Wakayama Masato
International Journal of Mathematics. 15:125-133

Selberg zeta functions a... applications to spectral... quantum groups 4. Education Spectral zeta functions Casimir energy
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122

Algebraic deformations arising from orbifolds with discrete torsion: Algebraic deformations arising from orbifolds with discrete torsion.
Anthony Giaquinto ; Sarah Witherspoon ; Andrei Caldararu
Journal of Pure and Applied Algebra. 187:51-70

High Energy Physics - Th... Calabi-Yau threefolds FOS: Physical sciences Koszul complexes Twisted and skew group r... Calabi-Yau manifolds (al...
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123

Deformed Quantum Calogero-Moser Problems and Lie Superalgebras: Deformed quantum Calogero-Moser problems and Lie superalgebras
Alexander Sergeev ; Alexander P. Veselov
Communications in Mathematical Physics. 245:249-278

Variational methods for... 17B20, 81R12 quantum-integral recurre... root systems FOS: Physical sciences Groups and algebras in q...
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124

CLASSICAL CHAOTIC TRAJECTORIES IN QUANTUM FIELD THEORY: Classical chaotic trajectories in quantum field theory
VITIELLO, Giuseppe
International Journal of Modern Physics B. 18:785-792

High Energy Physics - Th... \(q\)-deformed Hopf alge... Dynamical systems in oth... High Energy Physics - Th... chaos Quantum field theory
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125

New photon-added and photon-depleted coherent states associated with inverseq-boson operators: nonclassical properties: New photon-added and photon-depleted coherent states associated with inverse \(q\)-boson operators: nonclassical properties
Mahmood Soltanolkotabi ; Rasoul Roknizadeh ; M. H. Naderi
Journal of Physics A: Mathematical and General. 37:3225-3240

Quantum optics coherent state 0103 physical sciences quantum statistics Coherent states quantum optics
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126

Time quantization andq-deformations: Time quantization and \(q\)-deformations.
Albanese, C ; Lawi, S
Journal of Physics A: Mathematical and General. 37:2983-2987

High Energy Physics - Th... High Energy Physics - Th... 0103 physical sciences FOS: Physical sciences Quantum equilibrium stat... Martingales with discret...
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127

The quantum algebraUq(su2) andq-Krawtchouk families of polynomials: The quantum algebra \(U_q(su_2)\) and \(q\)-Krawtchouk families of polynomials
M N Atakishiyev ; V A Groza
Journal of Physics A: Mathematical and General. 37:2625-2635

Basic orthogonal polynom... Applications of Lie (sup... Quantum groups (quantize... 0101 mathematics Connections of basic hyp... Quantum groups and relat...
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128

Exponential Equations Related to the Quantum ?ax + b? Group: Exponential equations related to the quantum `\(ax+b\)' group
MaƂgorzata Rowicka
Communications in Mathematical Physics. 244:419-453

measurable unitary-opera... 0103 physical sciences Quantizations, deformati... Noncommutative different... unbounded-selfadjoint-op... 0101 mathematics
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129

Disentangling q-Exponentials: A General Approach: Disentangling \(q\)-exponentials: a general approach
Quesne, Christiane
International Journal of Theoretical Physics. 43:545-559

High Energy Physics - Th... q-Zassenhaus formula Physique FOS: Physical sciences Quantum groups (quantize... Quantum groups
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130

Automorphisms of associative algebras and noncommutative geometry: Automorphisms of associative algebras and noncommutative geometry.
Folkert MĂŒller-Hoissen ; Aristophanes Dimakis
Journal of Physics A: Mathematical and General. 37:2307-2330

Operator algebra methods... Geometry of quantum grou... High Energy Physics - Th... High Energy Physics - Th... 0103 physical sciences Noncommutative geometry...
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131

On irreducibility of tensor products of evaluation modules for the quantum affine algebra: On irreducibility of tensor products of evaluation modules for the quantum affine algebra.
V. N. Tolstoy ; Alexander Molev ; Ruibin Zhang
Journal of Physics A: Mathematical and General. 37:2385-2399

Finite-dimensional group... Mathematics - Quantum Al... quantized enveloping alg... FOS: Mathematics quantum affine algebra Quantum Algebra (math.QA...
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132

Quantum Liouville theory and BTZ black hole entropy
Yujun Chen
Classical and Quantum Gravity. 21:1153-1180

High Energy Physics - Th... High Energy Physics - Th... Black holes Infinite-dimensional gro... 0103 physical sciences FOS: Physical sciences
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133

The twisted XXZ chain at roots of unity revisited: The twisted \(XXZ\) chain at roots of unity revisited
Christian Korff
Journal of Physics A: Mathematical and General. 37:1681-1689

Nonlinear Sciences - Exa... Statistical Mechanics (c... Mathematics - Quantum Al... 0103 physical sciences FOS: Mathematics Quantum Algebra (math.QA...
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134

Factorization, reduction and embedding in integrable cellular automata
Taichiro Takagi ; Akira Takenouchi ; Atsuo Kuniba
Journal of Physics A: Mathematical and General. 37:1691-1709

Nonlinear Sciences - Exa... Cellular Automata and La... FOS: Physical sciences Groups and algebras in q... 01 natural sciences Mathematics - Quantum Al...
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135

Commuting quantum traces: the case of reflection algebras: Commuting quantum traces: The case of reflection algebras
Avan, Jean ; Doikou, Anastasia ; Doikou, Anastasia ; et al.
Journal of Physics A: Mathematical and General. 37:1603-1615

High Energy Physics - Th... [NLIN.NLIN-SI] Nonlinear... 81R50 17B37 [PHYS.MPHY]Physics [phys... FOS: Physical sciences
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136

Sklyanin invariant integration
Hjalmar Rosengren
International Mathematics Research Notices. 2004(60):3207-3232

11F50 17B37 33D80 Quantum groups (quantize... Connections of hypergeom... 01 natural sciences
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137

Symmetric quantum Weyl algebras
Eddy Pariguan ; Rafael Diaz
Annales mathématiques Blaise Pascal. 11:187-203

High Energy Physics - Th... Quantum Physics FOS: Physical sciences Quantum groups (quantize... 01 natural sciences Finite-dimensional group...
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138

Exact analytical expression for magnetoresistance using quantum groups
Shahin Rouhani ; S. A. Alavi
Physics Letters A. 320:327-332

Random paths Magnetoresistance 0103 physical sciences Noncommutative geometry FOS: Physical sciences Quantum groups
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139

Counting Minimal Form Factors of the Restricted sine-Gordon Model: Counting minimal form factors of the restricted sine-Gordon model
Yoshihiro Takeyama ; Michio Jimbo ; Tetsuji Miwa
Moscow Mathematical Journal. 4:787-846

form factor restricted sine-Gordon m... High Energy Physics - Th... FOS: Physical sciences Groups and algebras in q... Mathematical Physics (ma...
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140

Twisted quantum doubles
Daijiro Fukuda ; Ken'ichi Kuga
International Journal of Mathematics and Mathematical Sciences, Vol 2004, Iss 28, Pp 1477-1486 (2004)

QA1-939 Quantum groups (quantize... 0101 mathematics Quantum groups and relat... 01 natural sciences Mathematics
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