Integer-valued polynomials satisfying the Lucas property
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DOI: 10.3906/mat-2102-104
Abstract: The classical theorem of Lucas states that the binomial polynomials, which form a basis for integer-valued polynomials, satisfy a congruence relation related to their integer parameters. We consider here three problems connected with this result… read more here.
Keywords: integer valued; lucas property; valued polynomials; basis integer ... See more keywords