Add to ORKGWe prove a new lower bound on the aperiodic correlation function of Galois ring m-sequences by applying a technique of Sarwate. We then adapt a bound of Shanbag et. al. to improve the bound obtained by Sarwate’s method. Our improved bound is the best known. Improving this bound further would require an improvement in a classical number thoery result by Vinogradov
The aperiodic auto-correlation function (ACF) of polyphase sequences that behave well in terms of th...
In this paper, we investigate the partial-period correlation of Zadoff-Chu sequences. For a pair of ...
An upper bound for the extended Kloosterman sum over Galois rings is derived. This bound is then use...
We obtain an upper bound for the maximum aperiodic and odd correlations of the recently derived p-ar...
correlations of some p-ary sequences from Galois rings. IEICE transactions on fundamentals of electr...
An upper bound for a hybrid exponential sum over Galois rings is derived. This bound is then used to...
International audienceThis article deals with lower bounds on aperiodic correlation of sequences. It...
International audienceThis article deals with lower bounds on aperiodic correlation of sequences. It...
International audienceThis article deals with lower bounds on aperiodic correlation of sequences. It...
Galois ring m -sequences were introduced in the late 1980s and early 1990s, and have near-optimal fu...
We present an overview of results concerning partial periodic correlation of pseudorandom sequences,...
A new family of p-phase low-correlation sequences with large family size, where p is an odd prime, i...
This master thesis (hovedfag) looks at the aperiodic autocorrelation of binary sequences. We give an...
In this paper we study families of generalized geometric sequences formed by applying a feedforward ...
This paper explores the applications of a recent bound on some Weil-type exponential sums over Galoi...
The aperiodic auto-correlation function (ACF) of polyphase sequences that behave well in terms of th...
In this paper, we investigate the partial-period correlation of Zadoff-Chu sequences. For a pair of ...
An upper bound for the extended Kloosterman sum over Galois rings is derived. This bound is then use...
We obtain an upper bound for the maximum aperiodic and odd correlations of the recently derived p-ar...
correlations of some p-ary sequences from Galois rings. IEICE transactions on fundamentals of electr...
An upper bound for a hybrid exponential sum over Galois rings is derived. This bound is then used to...
International audienceThis article deals with lower bounds on aperiodic correlation of sequences. It...
International audienceThis article deals with lower bounds on aperiodic correlation of sequences. It...
International audienceThis article deals with lower bounds on aperiodic correlation of sequences. It...
Galois ring m -sequences were introduced in the late 1980s and early 1990s, and have near-optimal fu...
We present an overview of results concerning partial periodic correlation of pseudorandom sequences,...
A new family of p-phase low-correlation sequences with large family size, where p is an odd prime, i...
This master thesis (hovedfag) looks at the aperiodic autocorrelation of binary sequences. We give an...
In this paper we study families of generalized geometric sequences formed by applying a feedforward ...
This paper explores the applications of a recent bound on some Weil-type exponential sums over Galoi...
The aperiodic auto-correlation function (ACF) of polyphase sequences that behave well in terms of th...
In this paper, we investigate the partial-period correlation of Zadoff-Chu sequences. For a pair of ...
An upper bound for the extended Kloosterman sum over Galois rings is derived. This bound is then use...