Using quantum algebras in q-special function theory
Author:
Publisher
Elsevier BV
Subject
General Physics and Astronomy
Reference22 articles.
1. Lie Theory and q-Difference Equations
2. Canonical Equations and Symmetry Techniques forq-Series
3. q-Orthogonal polynomials and the oscillator quantum group
4. The metaplectic representation of suq(1,1) and the q‐Gegenbauer polynomials
5. q-conformal quantum mechanics and q-special functions
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1. -Tricomi functions and quantum algebra representations;Georgian Mathematical Journal;2020-10-21
2. On q-Special Matrix Functions Using Quantum Algebraic Techniques;Reports on Mathematical Physics;2020-04
3. A General Class of the Three-Variable Unified Apostol-Type q-Polynomials and Multiple Power q-Sums;Bulletin of the Iranian Mathematical Society;2019-08-23
4. Quantum Algebra ε(2) and 2D q-Bessel Functions;Reports on Mathematical Physics;2019-04
5. q-difference equations for the composite 2D q-Appell polynomials and their applications;Cogent Mathematics;2017-01-01
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