Man

Salomón Diógenes Alarcón Araneda

Associated

UNIVERSIDAD TÉCNICA FEDERICO SANTA MARÍA

Valparaíso, Chile

Líneas de Investigación


Partial Differential Equations: Concentration Phenomena; Problems with boundary blow-up; Elliptic problems

Educación

  •  Análisis no lineal de Ecuaciones diferenciales parciales, UNIVERSIDAD DE CHILE. Chile, 2006
  •  Ecuaciones Diferenciales Parciales, UNIVERSIDAD DE CONCEPCION. Chile, 2001

Experiencia Académica

  •   Profesor Asociado Full Time

    UNIVERSIDAD TECNICA FEDERICO SANTA MARIA

    Valparaíso, Chile

    2007 - A la fecha

Experiencia Profesional

  •   Profesor Asociado Full Time

    UNIVERSIDA TECNICA FEDERICO SANTA MARIA

    Valparaíso, Chile

    2007 - A la fecha

Formación de Capital Humano


- Advisor Magister student Nicolás Varela Campos, program "Magister en Ciencias Mención Matemática" at Universidad Técnica Federico Santa María.

- Advisor Magister student Pablo Quijada Zamora, program "Magister en Ciencias Mención Matemática" at Universidad Técnica Federico Santa María.



 

Article (19)

Sign-changing solutions for a nonhomogeneous Paneitz-type problem
SIGN-CHANGING SOLUTIONS FOR SOME NONHOMOGENEOUS NONLOCAL CRITICAL ELLIPTIC PROBLEMS
Sign-changing solutions at the almost Henon critical exponent
Nonexistence results for elliptic equations with gradient terms
Optimal Liouville theorems for supersolutions of elliptic equations with the Laplacian
A PANEITZ-TYPE PROBLEM IN PIERCED DOMAINS
Large solutions of elliptic semilinear equations in the borderline case. An exhaustive and intrinsic point of view
Existence and non-existence of solutions to elliptic equations with a general convection term
Large viscosity solutions for some fully nonlinear equations
Liouville Type Theorems for Elliptic Equations with Gradient Terms
Nonexistence of positive supersolutions to some nonlinear elliptic problems
The influence of sources terms on the boundary behavior of the large solutions of quasilinear elliptic equations: the power like case
Existence and multiplicity results for Pucci's operators involving nonlinearities with zeros
Existence and uniqueness of solutions of nonlinear elliptic equations without growth conditions at infinity
Keller-Osserman type conditions for some elliptic problems with gradient terms
Expanding the asymptotic explosive boundary behavior of large solutions to a semilinear elliptic equation
Large number of fast decay ground states to Matukuma-type equations
MULTIPLE SOLUTIONS FOR A CRITICAL NONHOMOGENEOUS ELLIPTIC PROBLEM IN DOMAINS WITH SMALL HOLES
Double-spike solutions for a critical inhomogeneous elliptic problem in domains with small holes

Proyecto (7)

BOUNDARY VALUE PROBLEMS INVOLVING HENÓN TYPE EQUATIONS
ELLIPTIC DIFFERENTIAL EQUATIONS WITH INDEFINITE STRUCTURE
HAMILTONIAN ELLIPTIC SYSTEMS AND FOURTH-ORDER EQUATIONS
Análisis y modelamiento matemático=> Teoría y Aplicaciones
Center for Nonlinear Analysis & Partial Differential Equations
ON QUALITATIVE ASPECTS OF SOME NONLINEAR ELLIPTIC DIFFERENTIAL EQUATIONS
LOCAL PROPERTIES IN THE INTERIOR AND ON THE BOUNDORY OF BLOW-UP SOLUTIONS IN QUASILINEAR ELLIPTIC PROBLEMS
21
Salomón Alarcón

Associated

Matemática

UNIVERSIDAD TÉCNICA FEDERICO SANTA MARÍA

Valparaíso, Chile

9
Alexander Quaas

Profesor Adjunto

Departamento de Matemática

UNIVERSIDAD TÉCNICA FEDERICO SANTA MARÍA

Valparaíso, Chile

1
Leonelo Iturriaga

Professor

Mathematics

UNIVERSIDAD TECNICA FEDERICO SANTA MARIA

SANTIAGO, Chile