We generalize signature Gröbner bases, previously studied in the free
al...
Although in theory we can decide whether a given D-finite function is
tr...
A cofactor representation of an ideal element, that is, a representation...
In this paper, we study ideals spanned by polynomials or overconvergent
...
In this paper, we examine the structure of systems that are weighted
hom...
Signature-based algorithms have become a standard approach for computing...
Tate introduced in [Ta71] the notion of Tate algebras to serve, in the
c...
Signature-based algorithms have brought large improvements in the
perfor...
Introduced by Tate in [Ta71], Tate algebras play a major role in the con...
In an earlier paper, the notion of integrality known from algebraic numb...
Signature-based algorithms are the latest and most efficient approach as...
Tate algebras are fundamental objects in the context of analytic geometr...
Let K be a field equipped with a valuation. Tropical varieties over K ca...
Signature-based algorithms have become a standard approach for Gröbner
b...
Signature-based algorithms have become a standard approach for Gröbner
b...
Control theory has recently been involved in the field of nuclear magnet...