Algebraic reduction for space-time codes based on quaternion algebras - Laura Luzzi; Ghaya Rekaya-Ben Othman; Jean-Claude Belfiore (CoRR, 2008)

Golden Space-Time Block-Coded Modulation. - Laura Luzzi; Ghaya Rekaya-Ben Othman; Jean-Claude Belfiore; Emanuele Viterbo (IEEE Trans. Inf. Theory, 2009)

Augmented lattice reduction for low-complexity MIMO decoding. - Laura Luzzi; Ghaya Rekaya-Ben Othman; Jean-Claude Belfiore (PIMRC, 2010)

Generalized Brjuno functions associated to alpha-continued fractions. - Laura Luzzi; Stefano Marmi; Hitoshi Nakada; Rie Natsui (J. Approx. Theory, 2010)

Augmented Lattice Reduction for MIMO Decoding. - Laura Luzzi; Ghaya Rekaya-Ben Othman; Jean-Claude Belfiore (IEEE Trans. Wirel. Commun., 2010)

Decoding by embedding: Correct decoding radius and DMT optimality. - Cong Ling 001; Shuiyin Liu; Laura Luzzi; Damien Stehlé (ISIT, 2011)

A family of fast-decodable MIDO codes from crossed-product algebras over ℚ. - Laura Luzzi; Frédérique E. Oggier (ISIT, 2011)

Capacity-based random codes cannot achieve strong secrecy over symmetric wiretap channels. - Laura Luzzi; Matthieu R. Bloch (VALUETOOLS, 2011)

Strong coordination with polar codes. - Matthieu R. Bloch; Laura Luzzi; Jörg Kliewer (Allerton Conference, 2012)

Lattice codes achieving strong secrecy over the mod-Λ Gaussian Channel. - Cong Ling 001; Laura Luzzi; Jean-Claude Belfiore (ISIT, 2012)

Connecting DMT of division algebra space-time codes and point counting in Lie groups. - Roope Vehkalahti; Laura Luzzi (ISIT, 2012)

Analysis of lattice codes for the many-to-one interference channel. - María Constanza Estela; Laura Luzzi; Cong Ling 001; Jean-Claude Belfiore (ITW, 2012)

Algebraic reduction for the Golden Code. - Laura Luzzi; Ghaya Rekaya-Ben Othman; Jean-Claude Belfiore (Adv. Math. Commun., 2012)

Secret key generation from Gaussian sources using lattice hashing. - Cong Ling 001; Laura Luzzi; Matthieu R. Bloch (ISIT, 2013)

A new design criterion for spherically-shaped division algebra-based space-time codes. - Laura Luzzi; Roope Vehkalahti (ITW, 2013)

Decoding by Embedding: Correct Decoding Radius and DMT Optimality. - Laura Luzzi; Damien Stehlé; Cong Ling 001 (IEEE Trans. Inf. Theory, 2013)

Inverse Determinant Sums and Connections Between Fading Channel Information Theory and Algebra. - Roope Vehkalahti; Hsiao-feng Francis Lu; Laura Luzzi (IEEE Trans. Inf. Theory, 2013)

Shifted inverse determinant sums and new bounds for the DMT of space-time lattice codes. - Roope Vehkalahti; Laura Luzzi; Jean-Claude Belfiore (ISIT, 2014)

Semantically Secure Lattice Codes for the Gaussian Wiretap Channel. - Cong Ling 001; Laura Luzzi; Jean-Claude Belfiore; Damien Stehlé (IEEE Trans. Inf. Theory, 2014)

Division algebra codes achieve MIMO block fading channel capacity within a constant gap. - Laura Luzzi; Roope Vehkalahti (ISIT, 2015)

Number field lattices achieve Gaussian and Rayleigh channel capacity within a constant gap. - Roope Vehkalahti; Laura Luzzi (ISIT, 2015)

Estimates for the growth of inverse determinant sums of quasi-orthogonal and number field lattices. - Roope Vehkalahti; Laura Luzzi (CoRR, 2015)

Almost universal codes for fading wiretap channels. - Laura Luzzi; Cong Ling 001; Roope Vehkalahti (ISIT, 2016)

Towards a complete DMT classification of division algebra codes. - Laura Luzzi; Roope Vehkalahti; Alexander Gorodnik (ISIT, 2016)

Polar coding for empirical coordination of signals and actions over noisy channels. - Giulia Cervia; Laura Luzzi; Matthieu R. Bloch; Maël Le Treust (ITW, 2016)

Strong coordination of signals and actions over noisy channels. - Giulia Cervia; Laura Luzzi; Maël Le Treust; Matthieu R. Bloch (ISIT, 2017)

Algebraic lattice codes for linear fading channels. - Laura Luzzi; Roope Vehkalahti (CoRR, 2017)

Almost Universal Codes Achieving Ergodic MIMO Capacity Within a Constant Gap. - Laura Luzzi; Roope Vehkalahti (IEEE Trans. Inf. Theory, 2017)

Strong Coordination over Noisy Channels with Strictly Causal Encoding. - Giulia Cervia; Laura Luzzi; Maël Le Treust; Matthieu R. Bloch (Allerton, 2018)

The DMT Classification of Real and Quaternionic Lattice Codes. - Laura Luzzi; Roope Vehkalahti (ISIT, 2018)

Polar codes for empirical coordination over noisy channels with strictly causal encoding. - Giulia Cervia; Laura Luzzi; Maël Le Treust; Matthieu R. Bloch (CoRR, 2018)

Almost Universal Codes for MIMO Wiretap Channels. - Laura Luzzi; Roope Vehkalahti; Cong Ling 001 (IEEE Trans. Inf. Theory, 2018)

Wyner-Ziv reconciliation for key exchange based on Ring-LWE. - Charbel Saliba; Laura Luzzi; Cong Ling 001 (IACR Cryptol. ePrint Arch., 2020)

Strong Coordination of Signals and Actions Over Noisy Channels With Two-Sided State Information. - Giulia Cervia; Laura Luzzi; Maël Le Treust; Matthieu R. Bloch (IEEE Trans. Inf. Theory, 2020)

A reconciliation approach to key generation based on Module-LWE. - Charbel Saliba; Laura Luzzi; Cong Ling 001 (ISIT, 2021)

Reduced Complexity of a Successive Cancellation Based Decoder for NB-Polar Codes. - F. Cochachin; Laura Luzzi; Fakhreddine Ghaffari (ISTC, 2021)

Finite Blocklength Secrecy Analysis of Polar and Reed-Muller Codes in BEC Semi-Deterministic Wiretap Channels. - Mahdi Shakiba-Herfeh; Laura Luzzi; Arsenia Chorti (ITW, 2021)

Error Correction for FrodoKEM Using the Gosset Lattice. - Charbel Saliba; Laura Luzzi; Cong Ling 001 (CoRR, 2021)

Secret key generation from Gaussian sources using lattice-based extractors. - Laura Luzzi; Cong Ling 001; Matthieu R. Bloch (IACR Cryptol. ePrint Arch., 2022)

The DMT of Real and Quaternionic Lattice Codes and DMT Classification of Division Algebra Codes. - Roope Vehkalahti; Laura Luzzi (IEEE Trans. Inf. Theory, 2022)

Lattices and codes for wireless communications and security. (Réseaux euclidiens et codes correcteurs pour les communications sans fil et la sécurité). - Laura Luzzi (2023)

Covert Communication over Two Types of Additive Noise Channels. - Cécile Bouette; Laura Luzzi; Ligong Wang 002 (ITW, 2023)

Optimal Rate-Limited Secret Key Generation From Gaussian Sources Using Lattices. - Laura Luzzi; Cong Ling 001; Matthieu R. Bloch (IEEE Trans. Inf. Theory, 2023)

The Rényi Smoothing Parameter and Its Applications in Lattice-Based Cryptography. - Cong Ling 001; Laura Luzzi; Hao Yan (IACR Cryptol. ePrint Arch., 2025)

Covert Communication Over Additive-Noise Channels. - Cécile Bouette; Laura Luzzi; Ligong Wang 002 (IEEE Trans. Inf. Theory, 2025)

Covert Capacity of AWGN Channels under Average Error Probability. - Cécile Bouette; Laura Luzzi; Matthieu R. Bloch (CoRR, 2025)