Man

Felipe Poblete

Profesor Asistente

Universidad Austral de Chile

Valdivia, Chile

Líneas de Investigación


Nonlinear Partial Differential Equations; Functional Analysis; Abstract Evolution Differential Equations ; Semigroup Theory

Educación

  •  Matemática, PONTIFICIA UNIVERSIDAD CATOLICA DE CHILE. Chile, 2007
  •  Matemática, UNIVERSIDAD DE CHILE. Chile, 2013
  •  Matemática, PONTIFICIA UNIVERSIDAD CATOLICA DE CHILE. Chile, 2010

Experiencia Académica

  •   Profesor Asociado Full Time

    UNIVERSIDAD AUSTRAL DE CHILE

    Ciencias

    Valdivia, Chile

    2014 - A la fecha

Experiencia Profesional

  •   Docente Part Time

    Universidad Adolfo Ibañez

    Santiago, Chile

    2013 - 2013

  •   Docente Part Time

    Universidad Cardenal Silva Henriquez

    Santiago, Chile

    2012 - 2013

  •   Docente Part Time

    Pontiicia Universidad Católica de Chile

    Santiago, Chile

    2013 - 2013


 

Article (12)

Long time asymptotics of large data in the Kadomtsev-Petviashvili models
Approximation of mild solutions of delay differential equations on Banach space
Approximation of mild solutions of delay differential equations on Banach spaces
On local energy decay for large solutions of the Zakharov-Kuznetsov equation
ABSTRACT WEIGHTED PSEUDO ALMOST AUTOMORPHIC FUNCTIONS, CONVOLUTION INVARIANCE AND NEUTRAL INTEGRAL EQUATIONS WITH APPLICATIONS
Strong solutions of a neutral type equation with finite delay
The scattering problem for Hamiltonian ABCD Boussinesq systems in the energy space
A characterization of well-posedness for abstract Cauchy problems with finite delay
Scattering in the Energy Space for Boussinesq Equations
Regularity of mild solutions for a class of fractional order differential equations
Uniform stability of (a, k)-regularized families
On a Functional Equation Associated with (a, k)-Regularized Resolvent Families

Proyecto (4)

Towards a complete rigorous description of the long-time dynamics in the kadomtsev-petviashvili models of fluids
Mild well posedness of abstract evolution equations and scattering in the energy space
Dichotomy, stable manifolds, linearization and numerical approximation in differential equations with variable deviations
Qualitative properties for first order equations with delay and neutral integral equations on banach spaces
13
Felipe Poblete

Profesor Asistente

Facultad de Ciencias

Universidad Austral de Chile

Valdivia, Chile

3
Juan Pozo

Academic

Mathematics

Universidad de Chile

Santiago, Chile

1
Daniel Sepúlveda

Profesor Asistente

Departamento de Matemática

Universidad Tecnológica Metropolitana

Santiago, Chile

1
Carlos Lizama

Full Professor

Matematica y Ciencia de la Computación

UNIVERSIDAD DE SANTIAGO DE CHILE

Santiago, Chile

1
Claudio Muñoz

Full Professor

Mathematical Engineering

Universidad de Chile

Santiago, Chile

1
Verónica Poblete

Profesor Asociado

Matematicas

UNIVERSIDAD DE CHILE

Santiago, Chile