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IEEE Transactions on Information Theory | 1983

MDS convolutional codes

Philippe Piret; Thijs Krol

Maximum distance separable (MDS) convolutional codes are defined as the row space over F(D) of totally nonsingular polynomial matrices in the indeterminate D . These codes may be used to transmit information on n parallel channels when a temporary or even an infinite break can occur in some of these channels. Their algebraic properties are emphasized, and the relevant parameters are introduced. On this basis two decoding procedures are described. Both procedures correct arbitrarily long error sequences that may occur at the same time in some of the n channels. Some specific constructions of MDS convolutional codes are presented.


Archive | 1992

Multi-processor computer system

Thijs Krol


Archive | 1982

System for transmitting binary data via a plurality of channels by means of a convolutional code

Philippe Piret; Thijs Krol


Archive | 1982

Data processing device for processing multiple-symbol data-words based on a symbol-correcting code and having multiple operating modes

Thijs Krol; Bernardus Jan Vonk


Archive | 1981

Error correction device for data transfer system

Jean Marie Emile Beno Goethals; Thijs Krol


Archive | 1982

Memory incorporating error detection and correction

Thijs Krol


Archive | 1986

Multiprocessor computer system comprising n parallel operating computer modules, and computer module for use in such a multiprocessor computer system

Thijs Krol


Archive | 1989

Multiprocessor computer system which includes N parallel-operating modules and an external apparatus, and computer module for use in such a system

Thijs Krol; Willibrordus Johannes Van Gils


Archive | 1992

Inconsistency-protected multiprocessor system with broadcasting of symbol-error protected code words

Thijs Krol


Archive | 1982

Anordnung zum uebertragen von binaerdaten ueber eine vielzahl von kanaelen mit hilfe eines faltungscodes Arrangement for carrying over binary data over a variety of channels with the help of a convolutional codes

Philippe Marie Octave Ad Piret; Thijs Krol

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