- Álgebra Lineal I. Here you can download the documents that I have prepared for this linear algebra course. Remark that they are written in spanish.

- You can download my doctoral thesis, Gradings on simple real Lie algebras, from https://arxiv.org/abs/1806.06115
- My thesis supervisor was Alberto Elduque. He has a lot of awesome content on his website https://personal.unizar.es/elduque

- Theorem [arXiv:1506.01552]. If a division grading by an abelian group on a finite-dimensional real associative algebra is fine, then either all the homogeneous components have dimension 1, or it is a grading as a complex algebra.
- Example
[arXiv:1707.05526].
The following decomposition defines
a division grading on the algebra
\( M_2(\mathbb{R}) \times \mathbb{H} \)
by the group
\( \mathbb{Z}_2 \times \mathbb{Z}_4 \):
- Equation
[arXiv:1801.07002].
The isomorphism class of the real Clifford algebra
\( \operatorname{Cl}_{p,q}(\mathbb{R}) \)
is determined by the following formula:
- Theorem [arXiv:2007.13426]. Any inner automorphism in the stabilizer of a graded-simple unital associative algebra whose grading group is abelian is the conjugation by a homogeneous element.