Alessio, F., Montecchiari, P., Zuniga, A. (2019). Prescribed energy connecting orbits for gradient systems. Discrete and Continuous Dynamical Systems 39(8): 4895-4928.
Sternberg, P., Zuniga, A. (2016). On the heteroclinic connection problem for multi-well gradient systems. J. Differential Equations 261(7): 3987-4007.
Agudelo, O., Zuniga, A. (2014). A two end family of solutions for the inhomogeneous Allen–Cahn equation in R2. J. Differential Equations 256(1): 157-205.
[Nov 27, 2023] Energy-prescribed connecting orbits of gradient systems, Andres Zuniga. Calculus of Variations and PDE Seminar, Universidad de O'Higgins. [Slides]
Dolbeault, J., Zuniga, A. (2022). Symmetry breaking and weighted Euclidean logarithmic Sobolev inequalities. arXiv:2210.12488 [math.AP]
[Dec 20, 2023] Symmetry and symmetry breaking in weighted logarithmic Sobolev inequalities. Andres Zuniga. XCI Encuentro Anual de la Sociedad de Matemática de Chile, Universidad de Chile. [Abstract]
del Pino, M., Musso, M., Zuniga, A. (2024). Delaunay-type compact equilibria in the liquid drop model. arXiv:2409.14892 [math.AP]
Alama, S., Bronsard, L., Topaloglu, I., Zuniga, A. (2021). A nonlocal isoperimetric problem with density perimeter. Calc. Var. Partial Differential Equations 60(1).
Zuniga, A. (2019). Continuity of minimizers to weighted least gradient problems. Nonlinear Analysis 178: 86-109.
[Oct 13, 2023] Implementación numérica para la resolución de un problema variacional no local, Xavier Carrera. Master thesis defense, Facultad de Matemáticas, Pontificia Universidad Católica de Chile. [mat.uc.cl] [ici_uoh]
[Sept 12, 2024; 13:30hrs]. Delaunay-like compact equilibria in a nonlocal isoperimetric problem. Andres Zuniga. Coloquio de Matemáticas (San Joaquín). Universidad Técnica Federico Santa María. [Abstract]
[July 05, 2024; 15:15hrs]. Construction of Delaunay-like compact equilibria in a nonlocal isoperimetric problem. Andres Zuniga. Jornadas de Análisis Geométrico en Valparaíso (JAGV). Universidad Técnica Federico Santa María. [Abstract]
[June 06, 2024; 16:10hrs]. Geometric construction of minimizers to least gradient problems: the density case. Andres Zuniga. Seminario de Análisis y Geometría, Facultad de Matemáticas, Pontificia Universidad Católica de Chile. [Abstract] [Slides]
[Dec 11, 2023] On Some Isoperimetric Inequalities Involving Nonlocal Operators. Franco Olivares. Calculus of Variations and PDE Seminar, Universidad de O'Higgins. [Slides]
Carrero, L., Quaas, A., Zuniga, A. (2025). Existence of solutions to a quasilinear nonlocal PDE. Calc. Var. Partial Differential Equations 64: 224, 1-18.
Lamy, X., Zuniga, A. (2022). On the Stability of Radial Solutions to an Anisotropic Ginzburg--Landau Equation. SIAM J. Math. Anal. 54(1): 723-736.
[Apr 25, 2024]. Stability of degree-one solutions to an anisotropic Ginzburg-Landau equation. Andres Zuniga. XXXVI Jornada de Matemática de la Zona Sur (JMZS 2024). Universidad Católica de Temuco (UCT) [Abstract] [Slides]
[Apr 4, 2024]. Stability analysis of entire radial solutions to an anisotropic Ginzburg-Landau equation. Andres Zuniga. Workshop Nonlinear Analysis: Geometric, Variational and Dispersive aspects. Centro de Modelamiento Matemático (CMM) , Universidad de Chile. [Abstract] [Slides]