Separation of Recursive Convolutional Codes into Sub-Codes using Galois Field Arithmetic

In this paper a novel interpretation of encoding and decoding of recursive convolutional codes is presented. By means of Galois field arithmetic a code is separated into sub-codes with a single delay operator. One of these simple sub-codes is sufficient for encoding and decoding with the equivalent...

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Bibliographic Details
Published in:2006 40th Annual Conference on Information Sciences and Systems p. 245
Main Authors: Clevom, T., Schotsch, B., Schmalen, L., Vary, P., Adrat, M.
Format: Conference Proceeding
Language:English
Published: IEEE 01-03-2006
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Summary:In this paper a novel interpretation of encoding and decoding of recursive convolutional codes is presented. By means of Galois field arithmetic a code is separated into sub-codes with a single delay operator. One of these simple sub-codes is sufficient for encoding and decoding with the equivalent trellis diagram. This paper is not targeted at performance improvements but a new insights for the analysis of recursive convolutional codes resulting in novel, possibly less complex approaches for their implementation, e.g., on a chip.
ISBN:9781424403493
1424403499
DOI:10.1109/CISS.2006.286471