Information set and iterative encoding for Affine Grassmann codes

S. Ghorpade, Fernando L. Piñero
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引用次数: 1

Abstract

We explicitly determine an information set for the affine Grassmann codes of an arbitrary level and then use it to describe a systematic encoder for these codes. In the case of affine Grassmann codes of full level, we use our explicit information set together with some known results concerning duals of affine Grassmann codes to describe an iterative encoding algorithm and also show that permutation decoding is possible up to a reasonable bound.
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仿射格拉斯曼码的信息集与迭代编码
我们明确地确定了任意水平仿射格拉斯曼码的信息集,然后用它来描述这些码的系统编码器。在全能级仿射格拉斯曼码的情况下,我们利用我们的显式信息集和一些已知的关于仿射格拉斯曼码对偶的结果,描述了一种迭代编码算法,并证明了在一个合理的范围内,排列解码是可能的。
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A lattice coding based non-orthogonal multiple access scheme A new class of optimal optical orthogonal codes with weight six Information set and iterative encoding for Affine Grassmann codes Ensembles of sequences and arrays Lattice network codes over optimal lattices in low dimensions
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