= Konhauser polynomials
{wiki=Konhauser_polynomials}
Konhauser polynomials are a sequence of polynomials that arise in the context of combinatorics and algebraic topology, particularly in the study of certain generating functions and combinatorial structures. They are named after the mathematician David Konhauser. These polynomials can be defined through various combinatorial interpretations and have applications in enumerating certain types of objects, such as trees or partitions.
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