We propose a construction of lattices from cyclic codes from skew-polynomial rings. This construction may be seen as a variation of Construction A of lattices from linear codes, obtained from quotients of orders in cyclic division algebras. An application is coset encoding of wiretap space-time codes.Accepted versio
We investigate three closely related constructions of lattices from linear codes: the classical Cons...
We consider the problem of communication over a block fading wiretap channel. It is known that codin...
Cyclic codes give us the most probable method by which we may detect and correct data transmission e...
We show how cyclic (f,σ,δ)-codes over finite rings canonically induce a Z-lattice in RN by using cer...
We show how cyclic (f,σ,δ)-codes over finite rings canonically induce a Z-lattice in RN by using cer...
We show how cyclic (f,σ,δ)-codes over finite rings canonically induce a Z-lattice in RN by using cer...
We describe families of nonassociative finite unital rings that occur as quotients of natural nonass...
Abstract. In this paper we generalize coding theory of cyclic codes over finite fields to skew polyn...
We describe families of nonassociative finite unital rings that occur as quotients of natural nonass...
In analogy to cyclic codes, we study linear codes over finite fields obtained from left ideals in a ...
We describe families of nonassociative finite unital rings that occur as quotients of natural nonass...
Le sujet porte sur une classe de codes correcteurs d erreurs dits codes cycliques tordus, et ses app...
In this paper we study a special type of linear codes, called skew cyclic codes, in the most general...
We investigate three closely related constructions of lattices from linear codes: the classical Cons...
In this thesis, we review basic properties of linear codes and lattices with a certain focus on thei...
We investigate three closely related constructions of lattices from linear codes: the classical Cons...
We consider the problem of communication over a block fading wiretap channel. It is known that codin...
Cyclic codes give us the most probable method by which we may detect and correct data transmission e...
We show how cyclic (f,σ,δ)-codes over finite rings canonically induce a Z-lattice in RN by using cer...
We show how cyclic (f,σ,δ)-codes over finite rings canonically induce a Z-lattice in RN by using cer...
We show how cyclic (f,σ,δ)-codes over finite rings canonically induce a Z-lattice in RN by using cer...
We describe families of nonassociative finite unital rings that occur as quotients of natural nonass...
Abstract. In this paper we generalize coding theory of cyclic codes over finite fields to skew polyn...
We describe families of nonassociative finite unital rings that occur as quotients of natural nonass...
In analogy to cyclic codes, we study linear codes over finite fields obtained from left ideals in a ...
We describe families of nonassociative finite unital rings that occur as quotients of natural nonass...
Le sujet porte sur une classe de codes correcteurs d erreurs dits codes cycliques tordus, et ses app...
In this paper we study a special type of linear codes, called skew cyclic codes, in the most general...
We investigate three closely related constructions of lattices from linear codes: the classical Cons...
In this thesis, we review basic properties of linear codes and lattices with a certain focus on thei...
We investigate three closely related constructions of lattices from linear codes: the classical Cons...
We consider the problem of communication over a block fading wiretap channel. It is known that codin...
Cyclic codes give us the most probable method by which we may detect and correct data transmission e...