References
- Alnajjar, H. (2011). Leonard pairs associated with the equitable generators of the quantum algebra Uq(sl2). Linear Multilinear Algebra 59(10):1127–1142.
- Bockting-Conrad, S. (2014). Tridiagonal pairs of q-Racah Type, the double lowering operator ψ, and the quantum algebra Uq(sl2). Linear Algebra Appl. 445:256–279.
- Bockting-Conrad, S., Terwilliger, P. (2014). The algebra Uq(sl2) in disguise. Linear Algebra Appl. 459:548–585.
- Funk-Neubauer, D. (2012). Bidiagonal pairs, the lie algebra sl2, and the quantum group Uq(sl2). J. Algebra Appl. 12(5):1051–1070.
- Ito, T., Terwilliger, P. (2007). Tridiagonal pairs and the quantum affine algebra Uq(sl2̂). Ramanujan J 13:39–62.
- Ito, T., Terwilliger, P. (2007). Two non-nilpotent linear transformations that satisfy the cubic q-Serre Relations. J. Algebra Appl. 06(03):477–503.
- Ito, T., Terwilliger, P. (2007). q-inverting pairs of linear transformations and the q-tetrahedron algebra. Linear Algebra Appl. 426(2–3):516–532.
- Ito, T., Terwilliger, P. (2007). The q-tetrahedron algebra and its finite-dimensional irreducible modules. Comm. Algebra 35(11):3415–3439.
- Ito, T., Terwilliger, P. (2009). Distance-regular graphs and the q-tetrahedron algebra. Eur. J. Combin. 30:682–697.
- Ito, T., Terwilliger, P. (2009). Distance-regular graphs of q-Racah Type and the q-tetrahedron algebra. Michigan Math. J. 58(1):241–254.
- Ito, T., Terwilliger, P., Weng, C. (2006). The quantum algebra Uq(sl2) and its equitable presentation. J. Algebra 298:284–301.
- Terwilliger, P. (2011). The universal Askey–Wilson algebra and the equitable presentation of Uq(sl2). SIGMA 7(099):26.
- Terwilliger, P. (2018). The q-Onsager algebra and the positive part of Uq(sl2̂). Linear Algebra Appl. 506:56–56.
- Worawannotai, C. (2013). Dual polar graphs, the quantum algebra Uq(sl2), and Leonard systems of dual q-Krawtchouk Type. Linear Algebra Appl. 438(1):443–497.