activity
20062021
most citedA remark on the invariant theory of real Lie groups

6 citations · 15 across the 16 of their papers we have counts for

collaborators

16 papers

math.AG2021★ 1 cited

Notes on schematic finite spaces

Fernando Sancho, Pedro Sancho

The schematic finite spaces are those finite ringed spaces where a theory of quasi-coherent modules can be developed with minimal natural conditions. We give various characterizati…

math.CT2018

Functors of modules associated with flat and projective modules II

Adrián Gordillo-Merino, José Navarro, Pedro Sancho

Let be an associative ring with unit. Given an -module , we can associate the following covariant functor from the category of -algebras to the category of abelian gro…

math.RA2018

Reflexivity of modules

Adrián Gordillo-Merino, José Navarro, Pedro Sancho

We consider modules as functors in the following way: if is a (left) -module, let be the functor of modules defined by $\,\mathcal…

math.AC2018

Mittag-Leffler functors of modules

C. Sancho, F. Sancho, P. Sancho

Finite modules, finitely presented modules and Mittag-Leffler modules are characterized by their behaviour by tensoring with direct products of modules. In this paper, we study and…

math.DG2017★ 6 cited

A remark on the invariant theory of real Lie groups

A. Gordillo, J. Navarro, P. Sancho

We present a simple remark that assures that the invariant theory of certain real Lie groups coincides with that of the underlying affine, real algebraic groups. In particular, thi…

math.CT2017★ 2 cited

Left-exact Mittag-Leffler functors of modules

Adrián Gordillo, José Navarro, Pedro Sancho

Let be an associative ring with unit. This paper deals with various aspects of the category of functors of -modules; that is, the category of additive and covariant…