International audienceFGb is a high-performance, portable, C library for computing Gröbner bases over the integers and over finite fields. FGb provides high quality implementations of state-of-the-art algorithms ($F_4$ and $F_5$) for computing Gröbner bases. Currently, it is one of the best implementation of these algorithms, in terms of both speed and robustness. For instance, FGb has been used to break several cryptosystems
AbstractThe design of a good finite field multiplication algorithm that can be realized easily on VL...
Cryptographic systems based on nonpositional polynomial systems make it possible to create an effect...
Colloque sur invitation. nationale.National audienceHFE (Hidden Fields Equations) is a public key cr...
International audienceFGb is a high-performance, portable, C library for computing Gröbner bases ove...
Gröbner bases are special sets of polynomials, which are useful to solve problems in many fields suc...
This article presents efficient hardware implementations for the gaussian normal basis multiplicatio...
This paper introduces a new efficient algorithm for computing Gröbner-bases named M4GB. Like Faugère...
Colloque sur invitation. internationale.International audienceGoal of F5 Computing Gröbner bases of ...
Colloque avec actes et comité de lecture. internationale.International audienceThis paper introduces...
International audienceThis paper introduces a new efficient algorithm for computing Gröbner bases. T...
Gröbner bases are a “nice” representation for nonlinear systems of polynomials, where by “nice” we m...
This paper introduces a new efficient algorithm, called MXL3, for computing Gröbner bases of zero-di...
AbstractThe F5 algorithm for computing Gröbner bases achieves a high level of efficiency through the...
AbstractThis paper introduces a new efficient algorithm for computing Gröbner bases. To avoid as muc...
We introduce a new efficient algorithm for computing Groebner-bases named M4GB. Like Faugere's algor...
AbstractThe design of a good finite field multiplication algorithm that can be realized easily on VL...
Cryptographic systems based on nonpositional polynomial systems make it possible to create an effect...
Colloque sur invitation. nationale.National audienceHFE (Hidden Fields Equations) is a public key cr...
International audienceFGb is a high-performance, portable, C library for computing Gröbner bases ove...
Gröbner bases are special sets of polynomials, which are useful to solve problems in many fields suc...
This article presents efficient hardware implementations for the gaussian normal basis multiplicatio...
This paper introduces a new efficient algorithm for computing Gröbner-bases named M4GB. Like Faugère...
Colloque sur invitation. internationale.International audienceGoal of F5 Computing Gröbner bases of ...
Colloque avec actes et comité de lecture. internationale.International audienceThis paper introduces...
International audienceThis paper introduces a new efficient algorithm for computing Gröbner bases. T...
Gröbner bases are a “nice” representation for nonlinear systems of polynomials, where by “nice” we m...
This paper introduces a new efficient algorithm, called MXL3, for computing Gröbner bases of zero-di...
AbstractThe F5 algorithm for computing Gröbner bases achieves a high level of efficiency through the...
AbstractThis paper introduces a new efficient algorithm for computing Gröbner bases. To avoid as muc...
We introduce a new efficient algorithm for computing Groebner-bases named M4GB. Like Faugere's algor...
AbstractThe design of a good finite field multiplication algorithm that can be realized easily on VL...
Cryptographic systems based on nonpositional polynomial systems make it possible to create an effect...
Colloque sur invitation. nationale.National audienceHFE (Hidden Fields Equations) is a public key cr...