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Composition codes

Published in Advances in Mathematics of Communications • Jan 1, 2016
NobleIDNI7P52W85R40S84
Authors:
Ettore Fornasini
,
Telma Pinho
,
Raquel Pinto

Abstract

In this paper we introduce a special class of 2D convolutional codes, called composition codes, which admit encoders $G(d_1,d_2)$ that can be decomposed as the product of two 1D encoders, i.e., $ G(d_1,d_2)=G_2(d_2)G_1(d_1)$. Taking into account this decomposition, we obtain syndrome formers of the ...

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