1. S. Schroll, H. Treffinger, and Y. Valdivieso, On band modules and $\tau$-tilting finiteness. To appear in Mathematische Zeitschriftart. arXiv:1911.09021 
  2. I. Assem, J.C. Bustamante, S. Trepode, and Y. Valdivieso, From the potential to the first Hochschild cohomology group of a cluster tilted algebraAlgebras and Representation Theory, Vol. 23, 2020. arXiv:1905.06619.
  3. Y. Valdivieso-Díaz, A note on (co)homologies of algebras from unpunctured surfaces, Journal of Algebra and Its Applications, Vol. 17, No. 05, 1850088 (2018). arXiv:1610.03187
  4. Y. Valdivieso-Díaz, Jacobian algebras with periodic module category and exponential growth, Journal of Algebra, 449(2016),163-174. arXiv:1309.2708
  5. S. Trepode and Y. Valdivieso-Díaz, On finite dimensional Jacobian algebras, Boletín de la Sociedad Matemática Mexicana, (2017) 23: 653. arXiv:1207.1917 



  1. D. Labardini-Fragoso, S. Schroll, and Y. Valdivieso. Derived category of Skew-gentle algebras and orbifolds. arXiv:2006.05836.
  2. Y. Valdivieso-Díaz, Hochschild cohomology of Jacobian algebras from unpunctured surfaces: A geometric computationarXiv:1512.00738 

PhD Thesis

Sobre álgebras Jacobianas de dimensión finita (Only in Spanish)

Documento Adobe Acrobat 624.9 KB

Research interest

  • Quiver representations
  • Cluster algebras and  Cluster categories
  • Riemann surfaces with marked points and Jacobian algebras
  • (Co)-homologies
  • Mirror Symmetry and stability conditions