Browsing Waterloo Research by Subject "Waring's Problem"
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The Unrestricted Variant of Waring's Problem in Function Fields
(Adam Mickiewicz University, 2007-09)Let J k q [t] denote the additive closure of the set of k th powers in the polynomial ring Fq[t], defined over the finite field Fq having q elements. We show that when s>k + 1 and q>k 2k+2 , then every polynomial in ...