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Experimental Mathematics Volume 28, 2019 - Issue 4
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Original Articles

On the Secrecy Gain of Extremal Even l-modular Lattices

Frédérique OggierDivision of Mathematical Sciences, Nanyang Technological University, SingaporeCorrespondence[email protected]
&
Jean-Claude BelfioreTelecom ParisTech, Department of Communications and Electronics, Paris Cedex, France;Huawei Mathematical and Algorithmic Sciences Lab, Boulogne-Billancourt, France
Pages 492-508 | Published online: 24 Jan 2018

Citations (4)

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Read on this site (1)

Nader Sanandaji & Abolfazl Falahati. (2021) Lattice-Based Coding to Enhance Error Performance of the Hidden Direct Sequence Spread Spectrum. IETE Journal of Research 67:6, pages 754-766.
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Articles from other publishers (3)

Maiara F. Bollauf, Hsuan-Yin Lin & Øyvind Ytrehus. (2023) Formally Unimodular Packings for the Gaussian Wiretap Channel. IEEE Transactions on Information Theory 69:12, pages 7755-7776.
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Maiara F. Bollauf, Hsuan-Yin Lin & Oyvind Ytrehus. (2022) On the Secrecy Gain of Formally Unimodular Construction A 4 Lattices . On the Secrecy Gain of Formally Unimodular Construction A 4 Lattices .
Nader Sanandaji & Abolfazl Falahati. (2019) Employing a Pseudo-Random Sequence to Secure a Lattice Coding Scheme. Employing a Pseudo-Random Sequence to Secure a Lattice Coding Scheme.

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