Title of article
Isotropic Constant Dimension Subspace Codes
Author/Authors
Bardestani, Fatemeh Mathematics and Informatics Research Group - ACECR at Tarbiat Modares University, Tehran, Iran , Roghayeh Adhami, S Department of Mathematics - Faculty of Mathematical Sciences - Tarbiat Modares University, Tehran,Iran
Pages
14
From page
21
To page
34
Abstract
In network code setting, a constant dimension subspace code
is a set of k-dimensional subspaces of Fnq . If Fnq is a nondegenerate symplectic vector space with bilinear form f, an isotropic subspace U of Fnq is a subspace for which U ⊂ U˔. We introduce isotropic subspace codes
simply as a set of isotropic subspaces and show how the property of being
isotropic is used in decoding process, then we demonstrate the structure
of an isotropic spread code.
Keywords
Symplectic space , Spread codes , Isotropic subspace , Constant dimension subspace code
Serial Year
2019
Record number
2494725
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