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M. Bollauf, H. Lin and Ø. Ytrehus

Formally Unimodular Packings for the Gaussian Wiretap Channel

IEEE Transactions on Information Theory (2023).
Journal Article
2023
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P. R. Persson, M. Bollauf, H. Lin and Ø. Ytrehus

On the Secrecy Gain of Isodual Lattices from Tail-Biting Convolutional Codes

In International Symposium on Topics in Coding (ISTC), 2023.
Proceedings, refereed
2023
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M. Bollauf, H. Lin and Ø. Ytrehus

Construction and Secrecy Gain of Formally Unimodular Lattices in Odd Dimensions

In Information Theory Workshop (ITW), 2023.
Proceedings, refereed
2023
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M. Bollauf, H. Lin and Ø. Ytrehus

On the Secrecy Gain of Formally Unimodular Construction A4 Lattices

In 2022 IEEE International Symposium on Information Theory (ISIT). IEEE, 2022.
Proceedings, refereed
2022
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2023

Journal articles

M. Bollauf, H. Lin and Ø. Ytrehus

Formally Unimodular Packings for the Gaussian Wiretap Channel

IEEE Transactions on Information Theory (2023).
Status: Accepted

Proceedings, refereed

M. Bollauf, H. Lin and Ø. Ytrehus

Construction and Secrecy Gain of Formally Unimodular Lattices in Odd Dimensions

In Information Theory Workshop (ITW), 2023.
Status: Published
P. R. Persson, M. Bollauf, H. Lin and Ø. Ytrehus

On the Secrecy Gain of Isodual Lattices from Tail-Biting Convolutional Codes

In International Symposium on Topics in Coding (ISTC), 2023.
Status: Published
2022

Journal articles

V. A. Vaishampayan and M. Bollauf

Interactive Nearest Lattice Point Search in a Distributed Setting: Two Dimensions

IEEE Transactions on Communications 70 (2022): 128-5139.
Status: Published

Proceedings, refereed

M. Bollauf, H. Lin and Ø. Ytrehus

On the Secrecy Gain of Formally Unimodular Construction A4 Lattices

In 2022 IEEE International Symposium on Information Theory (ISIT). IEEE, 2022.
Status: Published
M. Bollauf, H. Lin and Ø. Ytrehus

The Secrecy Gain of Formally Unimodular Lattices on the Gaussian Wiretap Channel

In International Zurich Seminar on Information and Communication. Zurich: ETH Zurich, 2022.
Status: Published