Sparse polynomial interpolation, sparse linear system solving or modular...
Effective computation of resultants is a central problem in elimination
...
Let 𝐊 be a field and ϕ, 𝐟 = (f_1, …, f_s) in
𝐊[x_1, …, x_n] be multivari...
Gröbner bases is one the most powerful tools in algorithmic non-linear
a...
Symmetric tensor decomposition is an important problem with applications...
The Berlekamp–Massey–Sakata algorithm and the Scalar-FGLM algorithm both...
A fundamental problem in computational algebraic geometry is the computa...
One of the biggest open problems in computational algebra is the design ...
We compare thoroughly the Berlekamp -- Massey -- Sakata algorithm and th...
Bézout 's theorem states that dense generic systems of n multivariate
qu...
Control theory has recently been involved in the field of nuclear magnet...
This is a system paper about a new GPLv2 open source C library GBLA
impl...