Density and bounds for Grassmannian codes with chordal distance


We investigate the density of codes in the complex Grassmann manifolds G<sup>&#x2102;</sup><inf>n,p</inf> equipped with the chordal distance. The density of a code is defined as the fraction of the Grassmannian covered by &#x2018;kissing&#x2019; balls of equal radius centered around the codewords. The kissing radius cannot be determined solely from the… (More)
DOI: 10.1109/ISIT.2011.6033971


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@article{Pitaval2011DensityAB, title={Density and bounds for Grassmannian codes with chordal distance}, author={Renaud-Alexandre Pitaval and Olav Tirkkonen and Steven D. Blostein}, journal={2011 IEEE International Symposium on Information Theory Proceedings}, year={2011}, pages={2298-2302} }