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Elements of provable high orders in finite fields
Authors:Shuhong Gao
Affiliation:Department of Mathematical Sciences, Clemson University, Clemson, South Carolina 29634-1907
Abstract:A method is given for constructing elements in ${mathbb F}_{q^n}$ whose orders are larger than any polynomial in $n$ when $n$ becomes large. As a by-product a theorem on multiplicative independence of compositions of polynomials is proved.

Keywords:Finite fields   primitive elements   elements of provable high orders   compositions of polynomials
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