Add to ORKGInternational audienceIn this paper we present a new algorithm for Polynomial Linear System Solving (via evaluation/interpolation) with errors. In this scenario, errors can occur in the black box evaluation step. We improve the bound on the number of errors that we can correct, using techniques inspired by the decoding procedure of Interleaved Reed-Solomon Codes
Thesis discuss about effort to ensure from error, which may occur during transmission over noisy cha...
Probabilistic simultaneous polynomial reconstruction algorithm of Bleichenbacher, Kiayias, and Yung ...
International audienceMultiplicity code decoders are based on Hermite polynomial interpolation with ...
International audienceThis paper deals with the polynomial linear system solving with errors (PLSwE)...
AbstractWe present a randomized algorithm which takes as inputndistinct points {(xi,yi)}i= 1nfromF×F...
This dissertation is concerned with algebraic list- decoding of error-correcting codes. During the p...
This dissertation deals with a Computer Algebra problem which has significant consequencesin Algebra...
In this paper we focus on extensions of evaluation interpolation methods for recovering rational fun...
International audienceDecoding a Reed-Solomon code can be modeled by a bilinear system which can be ...
AbstractWe consider error correction over the Non-Binary Symmetric Channel (NBSC) which is a natural...
The key step of syndrome-based decoding of Reed-Solomon codes up to half the minimum distance is to ...
Algebraic soft-decision decoding of Reed-Solomon codes delivers promising gain over conventional har...
[[abstract]]A step-by-step error/erasure decoding algorithm for Reed-Solomon codes is presented. Com...
International audienceConsider solving a black box linear system, A(u) x = b(u), where the entries a...
Abstract. We consider error-correction over the Non-Binary Symmet-ric Channel (NBSC) which is a natu...
Thesis discuss about effort to ensure from error, which may occur during transmission over noisy cha...
Probabilistic simultaneous polynomial reconstruction algorithm of Bleichenbacher, Kiayias, and Yung ...
International audienceMultiplicity code decoders are based on Hermite polynomial interpolation with ...
International audienceThis paper deals with the polynomial linear system solving with errors (PLSwE)...
AbstractWe present a randomized algorithm which takes as inputndistinct points {(xi,yi)}i= 1nfromF×F...
This dissertation is concerned with algebraic list- decoding of error-correcting codes. During the p...
This dissertation deals with a Computer Algebra problem which has significant consequencesin Algebra...
In this paper we focus on extensions of evaluation interpolation methods for recovering rational fun...
International audienceDecoding a Reed-Solomon code can be modeled by a bilinear system which can be ...
AbstractWe consider error correction over the Non-Binary Symmetric Channel (NBSC) which is a natural...
The key step of syndrome-based decoding of Reed-Solomon codes up to half the minimum distance is to ...
Algebraic soft-decision decoding of Reed-Solomon codes delivers promising gain over conventional har...
[[abstract]]A step-by-step error/erasure decoding algorithm for Reed-Solomon codes is presented. Com...
International audienceConsider solving a black box linear system, A(u) x = b(u), where the entries a...
Abstract. We consider error-correction over the Non-Binary Symmet-ric Channel (NBSC) which is a natu...
Thesis discuss about effort to ensure from error, which may occur during transmission over noisy cha...
Probabilistic simultaneous polynomial reconstruction algorithm of Bleichenbacher, Kiayias, and Yung ...
International audienceMultiplicity code decoders are based on Hermite polynomial interpolation with ...