In this paper, one class of subspace metric based codes is defined, which is a generalization of a Koetter-Kshishang-Silva construction, namely, ...
In this paper, one class of subspace metric based codes is defined. This class is a generalization of a Koetter-Kshishang-Silva construction, namely, the ...
In this paper, one class of subspace metric based codes is defined. This class is a generalization of a Koetter-Kshishang-Silva construction, namely, the ...
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One family of Algebraic Codes for Network Coding · Journal Title · Journal ISSN · Volume Title · Publication Type.
Algebraic resolution . . . . . . . . . . . . . . 6. 1.2.5. Random code ... Matroid codes for network coding . . . . . . . . . 173. 6.5.1. Rank metric ...
Mar 5, 2022 · The permute-and-add codes of [7] were proposed for multi- cast networks using a random coding framework. These codes employ degree 1 permute-and ...
In the following section, we investigate the structure of general transfer matrices and the polynomial equations to which they give rise. 3.1. Transfer Matrices.
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Abstract—We investigate the network coding problem in a certain class of minimal multicast networks. In a multicast coding network, a source S needs to ...
The most well-known family of MDS erasure codes is Reed-Solomon codes. More recent studies on erasure coding focus on other performance metrics. For instance, ...
Bossert and E. M. Gabidulin, “A family of algebraic codes for network coding,” in Proc. IEEE Int. Symposium on Inform. Theory,. Seoul, Korea, July 2009. [11] ...