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20232026
most citedError-Correcting Codes on Projective Bundles over Deligne-Lusztig varieties

1 citations · 1 across the 5 of their papers we have counts for

collaborators

5 papers

cs.IT2026

Linear codes arising from geometrical operation

Antonio Jesús Lorite López, Daniel Camazón Portela, Juan Antonio López Ramos

We construct linear codes over the finite field Fq from arbitrary simplicial complexes, establishing a connection between topological properties and fundamental coding parameters.…

math.AG2025

The Chow ring of a sequence of point and rational curve blow-ups

Daniel Camazón Portela

Given a sequence of point and rational curve blow-ups blow-ups of smooth dimensional projective varieties defined over an algebraically closed field , $Z_{s…

cs.CR2024

A generalization of Burmester-Desmedt GKE based on a non-abelian finite group action

Daniel Camazón Portela, Álvaro Otero Sánchez, Juan Antonio López Ramos

The advent of large-scale quantum computers implies that our existing public-key cryptography infrastructure has become insecure. That means that the privacy of many mobile applica…

cs.IT2024★ 1 cited

Error-Correcting Codes on Projective Bundles over Deligne-Lusztig varieties

Daniel Camazón Portela, Juan Antonio López Ramos

The aim of this article is to give lower bounds on the parameters of algebraic geometric error-correcting codes constructed from projective bundles over Deligne--Lusztig surfaces.…

math.AG2023

The Chow ring of a sequence of point blow-ups

Daniel Camazón Portela

Given a sequence of point blow-ups of smooth n-dimensional projective varieties defined over an algebraically closed field k, $Z_{s}\rightarrow Z_{s-1}\rightarrow ...\right…