The properties of convolutional codes and their automorphisms are thoroughly investigated. The structure of the automorphism group of a code is related to some easily obtained properties of a minimal encoder of the code. The class of convolutional operators is introduced and these operators are used to enumerate codes that are equivalent for use on a symmetric memoryless channel
This paper investigates the concept of self-dual convolutional code. We derive the basic properties ...
Abstract: We will study convolutional codes with the help of state space realizations. It will be sh...
The present paper is a self-contained treatment of subspaces of the space GF(q)ω of all semi-infinit...
In this paper, the set of sequences of q-ary n-tuples is endowed with the structure of a module over...
Convolutional codes over Abelian groups provide an effective theoretical framework for the analysis ...
AbstractDetailed information about the weight distribution of a convolutional code is given by the a...
We will study convolutional codes with the help of state space realizations. It will be shown that t...
The minimum distance of a code is an important measure of robustness of the code since it provides a...
In this correspondence, it is shown that some convolutional codes with distinct memory sizes of mini...
Abstract — Convolutional codes over rings have been motivated by phase-modulated signals. Some struc...
AbstractConvolutional codes over Abelian groups provide an effective theoretical framework for the a...
Convolutional codes are defined to be equivalent if their code symbols differ only in how they are o...
The thesis investigates various aspects of convolutional code (CC) theory, design and decoding. A re...
Convolutional codes is one possibility when there is a need for error-correcting codes in communicat...
We show that the state complexity profile of a convolutional code is the same as that of the recipro...
This paper investigates the concept of self-dual convolutional code. We derive the basic properties ...
Abstract: We will study convolutional codes with the help of state space realizations. It will be sh...
The present paper is a self-contained treatment of subspaces of the space GF(q)ω of all semi-infinit...
In this paper, the set of sequences of q-ary n-tuples is endowed with the structure of a module over...
Convolutional codes over Abelian groups provide an effective theoretical framework for the analysis ...
AbstractDetailed information about the weight distribution of a convolutional code is given by the a...
We will study convolutional codes with the help of state space realizations. It will be shown that t...
The minimum distance of a code is an important measure of robustness of the code since it provides a...
In this correspondence, it is shown that some convolutional codes with distinct memory sizes of mini...
Abstract — Convolutional codes over rings have been motivated by phase-modulated signals. Some struc...
AbstractConvolutional codes over Abelian groups provide an effective theoretical framework for the a...
Convolutional codes are defined to be equivalent if their code symbols differ only in how they are o...
The thesis investigates various aspects of convolutional code (CC) theory, design and decoding. A re...
Convolutional codes is one possibility when there is a need for error-correcting codes in communicat...
We show that the state complexity profile of a convolutional code is the same as that of the recipro...
This paper investigates the concept of self-dual convolutional code. We derive the basic properties ...
Abstract: We will study convolutional codes with the help of state space realizations. It will be sh...
The present paper is a self-contained treatment of subspaces of the space GF(q)ω of all semi-infinit...
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