Some talks
Homotopy categories of rings: some properties and consequences in module categories. Colloquium at CMSA (Harvard University). Cambridge, USA, 2023.
Homotopy categories of $N$-complexes of modules. BCC Mathematics Department Research Seminar (City University of New York). New York, USA, 2023.
Homotopy Categories of Rings: Some Properties and Consequences in Module Categories. Representation Theory and Related Topics Seminar at Northearsten University. Boston, EEUU, 2023.
Verdier quotients of homotopy categories of rings and Gorenstein-projective precovers. Trends in Representation Theory and Related Topics. Cluj-Napoca, Rumania, 2023.
Reflective and coreflective subcategories of additive categories. In Algebraic Analysis, Functor Categories, and Constructive Methods. Ghent, Belgium, 2023.
Maximal ideals in module categories. In Categories, Rings and Modules. Padova, Italia, 2023.
Rooted functor categories. In Functor categories, model theory and constructive category theory. Almería, Spain, 2022.
Ziegler partial morphisms and approximations in exact categories. In the session Relative Homological Algebra and Persistence Theory of CMS summer meeting. St. John's, Canada, 2022.
Partial morphisms and injective hulls in exact categories. In The TRAC seminar. Sherbrooke, Canada, 2021.
Endomorphism rings via minimal morphisms. En Noncommutative rings and their applications. Lens, Francia, 2021. (Slides).
Tor-pairs: products and approximation. En Rings, modules and approximations. Praga, República Checa, 2020.
Tor-pairs: products and approximations. En Functor categories, model theory and constructive category theory. Parnu, Estonia, 2019.
Homological algebra relative to a Tor pair. En Noncommutative rings and their applications. Lens, Francia, 2019.
Maximal ideals in module categories. En categorical, homological and combinatorial methods in Algebra. Columbus, EEUU, 2018.
Some classes of modules over triangular matrix rings. Seminario del departamento de Matemáticas de la City University of New York. New York, EEUU (2018).
When are X-periodic modules trivial. En Some trends in algebra. Praga, República Checa, 2017.
Products of flat modules and global dimension relative to F-Mittag-Leffler modules. En International conference on representations of algebras. Syracuse, NY, EEUU (2016).
Gorenstein rings, products of flats and Mittag-Leffler modules. En el seminario del Departamento de Matemáticas de la Universidad de Padua. Padua, Italia (2016).