- References
In mathematics, Bender–Dunne polynomials are a two-parameter family of sequences of orthogonal polynomials studied by {{harvs|txt|last1=Bender|last2=Dunne|year=1988|year2=1996}}. They may be defined by the recursion:
,
,
and for 
:
where 
and 
are arbitrary parameters.
References
- {{Citation | last1=Bender | first1=Carl M. | last2=Dunne | first2=Gerald V. | title=Polynomials and operator orderings | doi=10.1063/1.527869 | mr=955168 | year=1988 | journal=Journal of Mathematical Physics | issn=0022-2488 | volume=29 | issue=8 | pages=1727–1731| bibcode=1988JMP....29.1727B }}
- {{Citation | last1=Bender | first1=Carl M. | last2=Dunne | first2=Gerald V. | title=Quasi-exactly solvable systems and orthogonal polynomials | doi=10.1063/1.531373 | mr=1370155 | year=1996 | journal=Journal of Mathematical Physics | issn=0022-2488 | volume=37 | issue=1 | pages=6–11| arxiv=hep-th/9511138 | bibcode=1996JMP....37....6B }}
1 : Orthogonal polynomials
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