Publications

6) J. M. Fernández Vilaboa, R. González Rodríguez and B. Ramos Pérez, Twisted post-Hopf algebras, twisted relative Rota-Baxter operators and Hopf trusses, SIGMA Symmetry Integrability Geom. Methods Appl. 21 (2025) No. 24, 36 pages. Available online here.

5) J. M. Fernández Vilaboa, R. González Rodríguez and B. Ramos Pérez, Categorical isomorphisms for Hopf braces, Hacet. J. Math. Stat. (2025). Available online here.

4) J. M. Fernández Vilaboa, R. González Rodríguez and B. Ramos Pérez, Relative Rota-Baxter operators, modules and projections,  Czechoslovak Math. J. 75(3) (2025) 865-913. Available online here. 

3) J. M. Fernández Vilaboa, R. González Rodríguez, B. Ramos Pérez and A. B. Rodríguez Raposo, Projections of Hopf braces, Comm. Algebra 53(7) (2025) 3008-3045. Available online here (arXiv: 2404.12231).

2) J. M. Fernández Vilaboa, R. González Rodríguez and B. Ramos Pérez, Hopf bracoids, Comm. Algebra 53(3) (2025) 959–982. Available online here (arXiv: 2401.02925).

1) J. M. Fernández Vilaboa, R. González Rodríguez, B. Ramos Pérez and A. B. Rodríguez Raposo, Modules over invertible 1-cocycles, Turk. J. Math. 48(2) (2024) 248-266. Available online here. 

1) R. González Rodríguez and B. Ramos Pérez, About Hopf braces and crossed products, Preprint (2025). Available online here (arXiv: 2502.20919).

2) T. Brzeziński, K. Radziszewski and B. Ramos Pérez, Affinization of algebraic structures: Leibniz algebras, Preprint (2025). Available online here (arXiv: 2506.23398).

Master's final project (Trabajo de Fin de Máster)
Title: Álgebras de Hopf débiles. Teorema Fundamental de los Módulos de Hopf.
Available online here. It is possible to see an extended version here.

Bachelor's degree final project (Trabajo de Fin de Grado)
Title: Algebras de Hopf. Ecuación Cuántica de Yang-Baxter.
Available online here.