Irreducible Representations of Jordanian Quantum Algebra ${\cal   U}_h(sl(2))$ Via a Nonlinear Map
  The generators of the Jordanian quantum algebra ${\cal U}_h(sl(2))$ are expressed as nonlinear invertible functions of the classical $sl(2)$ generators. This permits immediate explicit construction of the finite dimensional irreducible representations of the algebra ${\cal U}_h(sl(2))$. Using this construction, new finite dimensional solutions of the Yang-Baxter equation may be obtained. 
B. Abdesselam, A. Chakrabarti and R. Chakrabarti