Guillermo Morales-Luna

most citedKey Distribution Protocols Based on Extractors Under the Condition of Noisy Channels in the Presence of an Active Adversary

3 citations · 4 across the 4 of their papers we have counts for

collaborators

4 papers

cs.IT2011★ 1 cited

Secret Key Agreement Over Multipath Channels Exploiting a Variable-Directional Antenna

Valery Korzhik, Viktor Yakovlev, Guillermo Morales-Luna +1

We develop an approach of key distribution protocol (KDP) proposed recently by T. Aono et al. A more general mathematical model based on the use of Variable-Directional Antenna (VD…

math.CO2010

Parity balance of the $i$ -th dimension edges in Hamiltonian cycles of the hypercube

Feliú Sagols, Guillermo Morales-Luna

Let $n \geq 2$ be an integer, and let $i \in {0, ..., n - 1}$ . An $i$ -th dimension edge in the $n$ -dimensional hypercube $Q_{n}$ is an edge $v_{1} v_{2}$ such that $v_{1}, v_{2}$ differ just at…

cs.LO2010

A Geometric Presentation of Probabilistic Satisfiability

Guillermo Morales-Luna

By considering probability distributions over the set of assignments the expected truth values assignment to propositional variables are extended through linear operators, and the…

cs.IT2010★ 3 cited

Key Distribution Protocols Based on Extractors Under the Condition of Noisy Channels in the Presence of an Active Adversary

Viktor Yakovlev, Valery Korzhik, Guillermo Morales-Luna +1

We consider in this paper the information-theoretic secure key distribution problem over main and wire-tap noise channels with a public discussion in presence of an active adversar…

Secret Key Agreement Over Multipath Channels Exploiting a Variable-Directional Antenna

Parity balance of the i-th dimension edges in Hamiltonian cycles of the hypercube

A Geometric Presentation of Probabilistic Satisfiability

Key Distribution Protocols Based on Extractors Under the Condition of Noisy Channels in the Presence of an Active Adversary

Parity balance of the $i$ -th dimension edges in Hamiltonian cycles of the hypercube