1 citations · 1 across the 3 of their papers we have counts for
5 papers
Shaping and Finite-Blocklength Analysis of Quaternionic Alamouti-Type Codes
Juliana G. F. Souza, Yu-Chih Huang
We study finite Alamouti-type space--time codes associated with classical maximal orders in definite quaternion algebras over . For the family indexed by prim…
Construction over Multiquadratic Fields for Compound Block-Fading Wiretap Channels
Juliana G. F. Souza, Conghui Li, Cong Ling
We construct multilevel lattice codes from multiquadratic number fields for the compound block-fading wiretap channel. More precisely, we specialize Construction over the rin…
Finite-Blocklength Analysis of Alamouti Codes over Eisenstein Integers
Juliana Souza, Yu-Chih Huang
We study a space--time block code from a maximal order in the definite quaternion algebra $(-1,-3)_{\Q}$. Its embedding into $\C^{2\times 2}$ yields an Alamouti--Eisenstein code ov…
Achieving uniform side information gain with multilevel lattice codes over the ring of integers
Juliana G. F. Souza, Sueli I. R. Costa
The index coding problem aims to optimise broadcast communication by taking advantage of receiver-side information to improve transmission efficiency. In this letter, we explore th…
Multilevel lattice codes from Hurwitz quaternion integers
Juliana G. F. Souza, Sueli I. R. Costa, Cong Ling
This work presents an extension of the Construction lattices proposed in \cite{huang2017construction}, to Hurwitz quaternion integers. This construction is provided by using…