Generalizations of Jacobsthal sums and hypergeometric series over finite fields
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DOI: 10.1007/s11139-020-00364-w
Abstract: For non-negative integers $$l_{1}, l_{2},\ldots , l_{n}$$ , we define character sums $$\varphi _{(l_{1}, l_{2},\ldots , l_{n})}$$ and $$\psi _{(l_{1}, l_{2},\ldots , l_{n})}$$ over a finite field which are generalizations of Jacobsthal and modified Jacobsthal… read more here.
Keywords: generalizations jacobsthal; hypergeometric series; finite field; series ... See more keywords