Man

Verónica Poblete Oviedo

Profesor Asociado

UNIVERSIDAD DE CHILE

Santiago, Chile

Líneas de Investigación


Linear and Nonlinear Evolution Equations; Operator Theory; Linear and Non-linear Evolution Equations; Functional Analisys

Educación

  •  Mathematics, UNIVERSIDAD DE SANTIAGO DE CHILE. Chile, 2006

Experiencia Académica

  •   Professor Associate Full Time

    Universidad de Santiago

    Ciencias

    Santiago, Chile

    2008 - A la fecha

Experiencia Profesional

  •   Profesor Asociado Full Time

    Universidad de Chile

    Santiago, Chile

    2008 - A la fecha

Formación de Capital Humano


1. Salvador Yañez. Magister en Ciencias, mención Matemática, Universidad de Chile. Tesis terminada, Diciembre 2012.

2. Juan Carlos Pozo. Doctorado en Ciencias, mención Matemática, Universidad de Chile. Tesis terminada, Marzo 2013.

3. Felipe Poblete, (Cotutela). Doctorado en Ciencias, mención Matemática, Universidad de Chile. Tesis terminada, Agosto 2013.

4. Marco Cornejo. Magister en Ciencias Matemáticas, Universidad de Chile. Tesis terminada, Marzo 2016.

5. Francisco Riveros Miranda, (Cotutela). Magister en Ciencias Matema?tica, Pontificia Universidad Cato?lica de Chile. Diciembre 2018.



 

Article (24)

Asymptotic Behavior in a Laminated Beams Due Interfacial Slip with a Boundary Dissipation of Fractional Derivative Type
Asymptotic to systems with memory and non-local initial data
Remark on the stabilization for a Schrödinger equation with double power nonlinearity
Strong solutions of a neutral type equation with finite delay
Maximal Lp-regularity for fractional differential equations on the line
Maximal Lp-regularity for fractional differential equations on the line
Periodic solutions of neutral fractional differential equations
Periodic solutions of neutral fractional differential equations
Vibrations modeled by the standard linear model of viscoelasticity with boundary dissipation
VIBRATIONS MODELED BY THE STANDARD LINEAR MODEL OF VISCOELASTICITY WITH BOUNDARY DISSIPATION
SHARP EXTENSIONS FOR CONVOLUTED SOLUTIONS OF WAVE EQUATIONS
SHARP EXTENSIONS FOR CONVOLUTED SOLUTIONS OF WAVE EQUATIONS
Mild solutions of non-autonomous second order problems with nonlocal initial conditions
Periodic solutions of a fractional neutral equation with finite delay
Periodic solutions of an abstract third-order differential equation
Periodic solutions of fractional differential equations with delay
Regularity of solutions for a third order differential equation in Hilbert spaces
Maximal Regularity for Flexible Structural Systems in Lebesgue Spaces
Maximal regularity of second-order equations with delay
Periodic solutions of integro-differential equations in vector-valued function spaces
Maximal regularity for perturbed integral equations on periodic Lebesgue spaces
On multiplicative perturbation of integral resolvent families
Solutions of second-order integro-differential equations on periodic Besov spaces
Maximal regularity of delay equations in Banach spaces

Proyecto (4)

Existence of solution of fractional non autonomous integro-differential equations.
Existence, well-posedness and asymptotic behavior of solution of fractional integro-differential equations and Applications
REGULARITY PROPERTIES OF EVOLUTION EQUATIONS IN BANACH SPACES
DIFFERENTIAL EQUATIONS WITH DELAY IN ABSTRACTS SPACES AND MAXIMAL REGULARITY
21
Carlos Lizama

Full Professor

Matematica y Ciencia de la Computación

UNIVERSIDAD DE SANTIAGO DE CHILE

Santiago, Chile

17
Verónica Poblete

Profesor Asociado

Matematicas

UNIVERSIDAD DE CHILE

Santiago, Chile

5
Juan Pozo

Academic

Mathematics

Universidad de Chile

Santiago, Chile

1
HERNAN HENRIQUEZ

Full professor

Matematica

UNIVERSIDAD DE SANTIAGO DE CHILE

Santiago, Chile

1
Felipe Poblete

Profesor Asistente

Facultad de Ciencias

Universidad Austral de Chile

Valdivia, Chile