AbstractAn upper bound for the extended Kloosterman sum over Galois rings is derived. This bound is then used to construct new sequence families with low correlation properties and alphabet size a power of a prime
Kloosterman sums are exponential sums on finite fields with important applications in Cryptography a...
We study Kloosterman sums in a generalized ring-theoretic context, that of finite commutative Froben...
We prove a new lower bound on the aperiodic correlation function of Galois ring m-sequences by apply...
An upper bound for the extended Kloosterman sum over Galois rings is derived. This bound is then use...
AbstractAn upper bound for the extended Kloosterman sum over Galois rings is derived. This bound is ...
An upper bound for a hybrid exponential sum over Galois rings is derived. This bound is then used to...
This paper explores the applications of a recent bound on some Weil-type exponential sums over Galoi...
AbstractLet pm be any prime power and Kn(a,pm) be the Kloosterman sum Kn(a,pm)=∑x1=1pm⋯∑xn=1pmepm(x1...
Let pm be any prime power and Kn(a,pm) be the Kloosterman sum , where the xi are restricted to value...
Abstract. Let pm be any prime power and Kn(a, pm) be the Kloosterman sum Kn(a, pm) = ∑pm x1=1 · · ·...
We present an upper bound for Weil-type exponential sums over Galois rings of characteristic p(2) wh...
AbstractWe apply relations of n-dimensional Kloosterman sums to exponential sums over finite fields ...
Introduction. From a Davenport-Hasse identity of Gauss sums we will deduce identities of hyper-Kloo...
We obtain an upper bound for the maximum aperiodic and odd correlations of the recently derived p-ar...
A new family of p-phase low-correlation sequences with large family size, where p is an odd prime, i...
Kloosterman sums are exponential sums on finite fields with important applications in Cryptography a...
We study Kloosterman sums in a generalized ring-theoretic context, that of finite commutative Froben...
We prove a new lower bound on the aperiodic correlation function of Galois ring m-sequences by apply...
An upper bound for the extended Kloosterman sum over Galois rings is derived. This bound is then use...
AbstractAn upper bound for the extended Kloosterman sum over Galois rings is derived. This bound is ...
An upper bound for a hybrid exponential sum over Galois rings is derived. This bound is then used to...
This paper explores the applications of a recent bound on some Weil-type exponential sums over Galoi...
AbstractLet pm be any prime power and Kn(a,pm) be the Kloosterman sum Kn(a,pm)=∑x1=1pm⋯∑xn=1pmepm(x1...
Let pm be any prime power and Kn(a,pm) be the Kloosterman sum , where the xi are restricted to value...
Abstract. Let pm be any prime power and Kn(a, pm) be the Kloosterman sum Kn(a, pm) = ∑pm x1=1 · · ·...
We present an upper bound for Weil-type exponential sums over Galois rings of characteristic p(2) wh...
AbstractWe apply relations of n-dimensional Kloosterman sums to exponential sums over finite fields ...
Introduction. From a Davenport-Hasse identity of Gauss sums we will deduce identities of hyper-Kloo...
We obtain an upper bound for the maximum aperiodic and odd correlations of the recently derived p-ar...
A new family of p-phase low-correlation sequences with large family size, where p is an odd prime, i...
Kloosterman sums are exponential sums on finite fields with important applications in Cryptography a...
We study Kloosterman sums in a generalized ring-theoretic context, that of finite commutative Froben...
We prove a new lower bound on the aperiodic correlation function of Galois ring m-sequences by apply...
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