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Pediatric Primary Care Visits With Mental Health Needs.
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A (48, 31, 8) linear code (Corresp.)
IEEE Transactions on Information Theory, 1973V. V. Rao, S. Reddy
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New Mathematics and Natural Computation, 2021
Recently, a number of researches studied relationship between codes and BCK-algebras, dealing with the category codes in a BCK-algebra have not been considered in earlier works. This paper investigates a code constructed by a BCK-algebra and also a BCK-algebra constructed based on code. The suggested rendered algorithm constructs the code based on BCK-
Nazanin Keshavarzian +2 more
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Recently, a number of researches studied relationship between codes and BCK-algebras, dealing with the category codes in a BCK-algebra have not been considered in earlier works. This paper investigates a code constructed by a BCK-algebra and also a BCK-algebra constructed based on code. The suggested rendered algorithm constructs the code based on BCK-
Nazanin Keshavarzian +2 more
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The Matroid of Supports of A Linear Code [PDF]
Applicable Algebra in Engineering, Communication and Computing, 1997 In this paper the author establishes relations between support weight distributions of a code and the Tutte polynomial of the corresponding matroid. This allows a simple proof of MacWilliams equation for support weight distributions.
A. Barg
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Buffer-Aided Physical-Layer Network Coding With Optimal Linear Code Designs for Cooperative Networks
IEEE Transactions on Communications, 2018In this paper, we propose buffer-aided physical-layer network coding (PLNC) techniques for improving data transmission over cooperative networks. In particular, we develop buffer-aided PLNC schemes and relay pair selection algorithms for direct-sequence ...
Jiaqi Gu, R. D. de Lamare, M. Huemer
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On the Concatenated Structure of a Linear Code
Applicable Algebra in Engineering, Communication and Computing, 1998Let \(F_q\) be a finite field with \(q\) elements and denote by \(C(n,k,d)\) a linear code of length \(n\) over \(F_q\) of dimension \(k\) and minimum distance \(d\). Define \(B(n_B,k_B,d_B)\) over \(F_q\) to be an inner code, \(E(n_E,k_E,d_E)\) over \(F_{q^{k_B}}\) to be an outer code and \({\mathcal C}\) to be the concatenateed code, obtained by ...
N. Sendrier
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A construction of codes with linearity from two linear codes
Cryptography and Communications, 2016zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Chengju Li, Sunghan Bae, Haode Yan
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Linear codes and the mitochondrial genetic code
BioSystems, 2019The origin of the genetic code can certainly be regarded as one of the most challenging problems in the theory of molecular evolution. Thus the known variants of the genetic code and a possible common ancestry of them haven been studied extensively in the literature. Gonzalez et al.
Elena Fimmel, Lutz Strüngmann
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On the equivalence of linear codes
Applicable Algebra in Engineering, Communication and Computing, 2011The authors consider the problem of equivalence of linear codes, i.e., when they differ by a linear isometry of the Hamming space. In that case, the linear isometry is exactly a monomial transformation. Certain equivalent conditions are derived for this notion of equivalence, based upon properties of the relative codes obtained from the relative ...
Zihui Liu, Zhimin Sun
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