2 citations · 2 across the 2 of their papers we have counts for
4 papers
The structure of algebras admitting well agreeing near weights
Carlos Munuera, Fernando Torres
We characterize algebras admitting two well agreeing near weights and . We show that such an algebra is an integral domain whose quotient field is an algebra…
Near orders and codes
C. Carvalho, C. Munuera, E. Silva +1
Hoholdt, van Lint and Pellikaan used order functions to construct codes by means of Linear Algebra and Semigroup Theory only. However, Geometric Goppa codes that can be represented…
Bounding the trellis state complexity of algebraic geometric codes
Carlos Munuera, Fernando Torres
Let C be an algebraic geometric code of dimension k and length n constructed on a curve X over . Let s(C) be the state complexity of C and set w(C):=min{k,n-k}, the Wolf upper…
A Goppa-like bound on the trellis state complexity of algebraic geometric codes
Carlos Munuera, Fernando Torres
For a linear code $\cC$ of length and dimension , Wolf noticed that the trellis state complexity $s(\cC)$ of $\cC$ is upper bounded by $w(\cC):=\min(k,n-k)$. In this paper w…