Showing 161 - 180 of 1,186

161

The Chiral Space of Local Operators in SU (2)-Invariant Thirring Model: The chiral space of local operators in SU(2)-invariant Thirring model
Atsushi Nakayashiki
Communications in Mathematical Physics. 245:279-296

FOS: Physical sciences Model quantum field theo... Groups and algebras in q... Mathematical Physics (ma... 81T40,33C70,05A30 conformal field theory
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162

Elliptic U (2) Quantum Group and Elliptic Hypergeometric Series: Elliptic U(2) quantum group and elliptic hypergeometric series
Erik Koelink ; Hjalmar Rosengren ; Yvette van Norden
Communications in Mathematical Physics. 245:519-537

Quantum groups (quantize... corepresentation-matrix... 01 natural sciences Elliptic functions and i... dynamical representation... Andrews-Baxter-Forrester...
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163

Identities for Certain Products of Theta Functions: Identities for certain products of theta functions
Sen-Shan Huang ; Shu Ling Chen
The Ramanujan Journal. 8:5-12

Ramanujan's general thet... Classical hypergeometric... Elliptic functions and i... Basic hypergeometric fun... classical theta function Theta series
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164

Zeros of Solutions of a Functional Equation: Zeros of solutions of a functional equation
Walter K. Haymana ; Walter Bergweiler
Computational Methods and Function Theory. 3:55-78

zeros of solutions asymptotic relations Difference equations, sc... theta function Functional equations for... \(q\)-difference equatio...
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165

Finite Aomoto-Ito-Macdonald sums
De La Maza, A.C.
Articulos_ANID
Agencia Nacional de Investigación y Desarrollo
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PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY
Artículos CONICYT
CONICYT Chile
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0101 mathematics Trigonometric and expone... 01 natural sciences Basic hypergeometric fun... Combinatorial identities...
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166

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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167

CAUCHY AUGMENTATION FOR BASIC HYPERGEOMETRIC SERIES: Cauchy augmentation for basic hypergeometric series
William Y. C. Chen ; Amy M. Fu
Bulletin of the London Mathematical Society. 36:169-175

Basic hypergeometric fun... \(q\)-series identities \(q\)-calculus and relat... transformation formulas basic hypergeometric ser... 0101 mathematics
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168

Dissections of quotients of theta-functions: Dissections of quotients of theta-functions.
Song Heng Chan
Bulletin of the Australian Mathematical Society. 69:19-24

Elliptic functions and i... Basic hypergeometric fun... \(q\)-calculus and relat... theta-functions dissections of \(q\)-ser... \(q\)-series
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169

The square of the Vandermonde determinant and itsq-generalization: The square of the Vandermonde determinant and its \(q\)-generalization
King, R.C. ; Toumazet, F. ; Wybourne, B.G. ; et al.
Journal of Physics A: Mathematical and General. 37:735-767

Symmetric functions and... Vandermonde determinant [INFO.INFO-SC] Computer... 4. Education Determinants, permanents... [PHYS.MPHY] Physics [phy...
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170

a proof of the q t schroder conjecture: A proof of the \(q,t\)-Schröder conjecture
J. Haglund
International Mathematics Research Notices. 2004(11):525-560

Symmetric functions and... Schur function expansion Macdonald polynomials symmetric function Connections of basic hyp...
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171

Combinatorial proofs of Ramanujan's 1ψ1 summation and the q-Gauss summation: Combinatorial proofs of Ramanujan's \(_{1} \psi_{1}\) summation and the \(q\)-Gauss summation.
Ae Ja Yee
Journal of Combinatorial Theory, Series A. 105:63-77

Partitions congruences and congruen... Computational Theory and... Basic hypergeometric fun... Discrete Mathematics and... Analytic theory of parti...
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172

q‐Riemann zeta function: \(q\)-Riemann zeta function
Taekyun Kim
International Journal of Mathematics and Mathematical Sciences, Vol 2004, Iss 12, Pp 599-605 (2004)

Basic hypergeometric fun... \(q\)-calculus and relat... QA1-939 0101 mathematics Other analytic theory (a... Bernoulli and Euler numb...
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173

Integral inequalities in q-calculus: Integral inequalities in \(q\)-calculus
H. Gauchman
Computers & Mathematics with Applications. 47:281-300

Hermite-Hadamard's Chebyshev's inequalities Difference equations, sc... and Chebyshev's inequali... Iyengar's 01 natural sciences
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174

Elliptic hypergeometric series on root systems: Elliptic hypergeometric series on root systems.
Hjalmar Rosengren
Advances in Mathematics. 181:417-447

Mathematics(all) Multivariable Bailey tra... 33D67 11F50 Elliptic hypergeometric... 01 natural sciences
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175

Generalization of two identities in Ramanujan's lost notebook
Youn-Seo Choi
Acta Arithmetica. 114:369-389

Generalized hypergeometr... Elliptic functions and i... Binomial coefficients factorials \(q\)-identities Basic hypergeometric fun...
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176

Variational q-calculus: Variational \(q\)-calculus.
Gaspard Bangerezako
Journal of Mathematical Analysis and Applications. 289:650-665

Applied Mathematics Difference equations, sc... Optimality conditions fo... Existence theories for f... Discrete version of topi... discrete calculus of var...
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177

Heine's basic transform and a permutation group for q-harmonic series: Heine's basic transform and a permutation group for \(q\)-harmonic series
Zudilin, W. ; Faculty of Science, School of Mathematical and Physical Sciences
Acta Arithmetica. 111:153-164

transform mathematics Basic hypergeometric fun... q-harmonic series 0101 mathematics Measures of irrationalit...
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178

On Clebsch–Gordan coefficients and matrix elements of representations of the quantum algebra U q(su2): On Clebsch-Gordan coefficients and matrix elements of representations of the quantum algebra \(U_ q(su_ 2)\)
V. A. Groza ; A. U. Klimyk ; I. I. Kachurik
Journal of Mathematical Physics. 31:2769-2780

quantum groups basic hypergeometric fun... q-analogs 0103 physical sciences Quantum groups (quantize... Connections of basic hyp...
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179

Summations and transformations for multiple basic and elliptic hypergeometric series by determinant evaluations
Michael J. Schlosser ; Hjalmar Rosengren
Indagationes Mathematicae. 14:483-513

1010 Mathematics Mathematics(all) 1010 Mathematik basic hypergeometric ser... 01 natural sciences \(q\)-gamma functions, \...
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180

Reflection functors for quiver varieties and Weyl group actions: Reflection functors for quiver varieties and Weyl group actions.
Hiraku Nakajima
Mathematische Annalen. 327:671-721

reflection functors quiver varieties hyper-Kähler manifolds Applications of vector b... representation of quiver... connections
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