Hi! My name is Patricio Gallardo.
Currently, I am a postdoctoral researcher in the Department of Mathematics at Washington University in St Louis. Around 2020, I will move to Riverside, CA where I accepted a tenure track position at the University of California, Riverside.
My mathematical interests include algebraic geometry, singularity theory and Hodge theory. Currently, I am learning about matroids and mirror symmetry as well. My favorite writer is J. L. Borges; and my hobbies include dancing salsa and bachata. You can write me to pgallardocandela at wustl.edu.
My C.V can be found here.
I received my Ph.D. in Mathematics from Stony Brook University in 2014, under the direction of Radu Laza.
- Moduli of cubic surfaces and their anticanonical divisors (with J. Martinez-Garcia) To appear at the Revista Matematica Complutense (RMC)
- Modular interpretation of a non-reductive Chow quotient (with N. Giansiracusa). Proceedings of the Edinburgh Mathematical Society.
- Wonderful compactifications of the moduli space of points (joint with E. Routis). European Journal of Mathematics, 3(3), 520-564.
- VGIT for pairs, a computational approach (with J. Martinez-Garcia). Proceeding of the AMS.
- Families of elliptic curves in Projective space and Bridgeland Stability (with C. Lozano-Huerta, and B. Schmidt) Michigan Mathematical Journal.
- On the GIT quotient of quintic surfaces. Transactions of the American Mathematical Society (to appear)
- A slice of the moduli space of lines arrangements (joint with K. Ascher) Algebra and Number theory (to appear)
- Compactifications of the moduli space of plane quartics and two lines (with Z. Zhang and J. Martinez-Garcia) European Journal of Mathematics, 2018, Volume 4, Issue 3.
- Applications of the moduli continuity method to log K-stable pairs (with J. Martinez-Garcia and C. Spotti)
- Towards inductive structures of the basic reproduction number for compartmentalized models with J. Aguilar, P. Gallardo, J. Gutierrez. (Draft Manuscript ).
- On the neighborliness of thin-sincere representations of quivers (with D. Mckenzie)
- Moduli space of points in the projective plane (with B. Schmidt)
- On computational GIT (J. Martinez-Garcia, David Swinarski, and Han-Bom Moon)