= Q-Charlier polynomials
{wiki=Q-Charlier_polynomials}
The Q-Charlier polynomials are a family of orthogonal polynomials that arise in the context of probability and combinatorial analysis. They are a specific case of the Charlier polynomials, which are defined concerning Poisson distribution. The Q-Charlier polynomials extend this concept to the setting of the \\( q \\)-calculus, which incorporates a parameter \\( q \\) that allows for generalization and flexibility in combinatorial structures.
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