Tridiagonal representations of the q-oscillator algebra and Askey-Wilson polynomials
Satoshi TsujimotoLuc VinetAlexei Zhedanov
所有作者
Satoshi TsujimotoLuc VinetAlexei Zhedanov
文献摘要
A construction is given of the most general representations of the
q-oscillator algebra where both generators are tridiagonal. It is shown to be
connected to the Askey-Wilson polynomials.