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The analogous quaternionic polynomials of a class of bivariate orthogonalpolynomials (arXiv: 1502.07256, 2014) introduced. The ladder operators forthese quaternionic polynomials also studied. For the quaternionic case, theladder operators are realized as differential operators in terms of theso-called Cullen derivatives. Some physically interesting summation andintegral formulas are proved, and their physical relevance is also brieflydiscussed.

Generalized 2D Laguerre polynomials and their quaternionic extensions