Quantum super spheres and their transformation groups, representations, and little t-Jacobi polynomials
YM Zou�- Journal of Algebra, 2003 - Elsevier
Journal of Algebra, 2003•Elsevier
Quantum super 2-spheres and the corresponding quantum super transformation group are
introduced in analogy to the well-known quantum 2-spheres and quantum SL (2),
connection between little t-Jacobi polynomials and the finite-dimensional representations of
the quantum super group is formulated, and the Peter–Weyl theorem is obtained.
introduced in analogy to the well-known quantum 2-spheres and quantum SL (2),
connection between little t-Jacobi polynomials and the finite-dimensional representations of
the quantum super group is formulated, and the Peter–Weyl theorem is obtained.
Quantum super 2-spheres and the corresponding quantum super transformation group are introduced in analogy to the well-known quantum 2-spheres and quantum SL(2), connection between little t-Jacobi polynomials and the finite-dimensional representations of the quantum super group is formulated, and the Peter–Weyl theorem is obtained.
Elsevier