On the MacWilliams Identity for Classical and Quantum Convolutional Codes
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Material Type |
Article
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Author(s) |
Lai, Ching-Yi (Author)
Hsieh, Min-Hsiu (Author)
Lu, Hsiao-Feng (Author)
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Source Journal Info. |
Title:
IEEE Transactions on Communications
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Volume/ Issue No.: 2016/AUG V.64 N.8
Call No.:621.3805 ITC Location: Periodicals & References Hall - 2nd floor
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Physical Description |
p 3148 - 3159
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Subject Area/ Descriptors |
Engineering
(39711)
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Abstract |
The weight generating functions associated with convolutional codes (CCs) are based on state space realizations or the weight adjacency matrices (WAMs). The MacWilliams identity for CCs on the WAMs was first established by Gluesing-Luerssen and Schneider in the case of minimal encoders, and generalized by Forney. We consider this problem in the viewpoint of constraint codes and obtain a simple and direct proof of this MacWilliams identity in the case of minimal encoders....
Full Abstract
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Journal:
IEEE Transactions on Communications
(3520)
Issu: 2016/AUG V.64 N.8
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