Volume 22 • Number 1 • 1999
 
Multiply Integer-Valued Polynomials in a Galois Field
Vichian Laohakosol and Kannika Kongsakorn
Abstract. Consider the elements from the ring of polynomials over a Galois field as integers. A polynomial over is said to be integer-valued if takes values in for all T in . We derive conditions for a polynomial which together with its higher derivatives are integer-valued.


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