Man

Erwin Maximiliano Topp Paredes

Profesor Asistente

Universidad de Santiago de Chile

Santiago, Chile

Líneas de Investigación


Partial Differential Equations (PDE); Elliptic and Parabolic PDEs; Nonlocal Operators

Educación

  •  Licenciado en Ciencias de la Ingenieria, Mención Matemáticas, UNIVERSIDAD DE CHILE. Chile, 2008
  •  Ingeniero Civil Matemático, UNIVERSIDAD DE CHILE. Chile, 2008

Experiencia Académica

  •   profesor asistente Full Time

    UNIVERSIDAD DE SANTIAGO DE CHILE

    ciencia

    santiago, Chile

    2016 - A la fecha

  •   Profesor por hora Part Time

    UNIVERSIDAD TECNICA FEDERICO SANTA MARIA

    Santiago, Chile

    2015 - 2015

  •   profesor por hora Part Time

    UNIVERSIDAD DE CHILE

    Santiago, Chile

    2010 - 2014

Experiencia Profesional

  •   Agente Back-Office

    Banco Santander

    Chile

    2007 - 2008

  •   Agente Back-Office

    Banco Santander

    Chile

    2007 - 2007

  •   Practicante

    Metro de Santiago

    Chile

    2006 - 2006

  •   Profesor Part-Time

    Universidad de Los Andes

    Chile

    2008 - A la fecha

  •   Profesor Part-Time

    Universidad de Chile

    Chile

    2010 - A la fecha

  •   Investigador Postdoctorado

    Universidad Tecnica Federico Santa Maria

    Chile

    2014 - 2015

  •   Profesor Asistente

    Universidad de Santiago de Chile

    Chile

    2016 - A la fecha


 

Article (18)

Continuous solutions and approximating scheme for fractional Dirichlet problems on Lipschitz domains
Existence, nonexistence and multiplicity results for nonlocal Dirichlet problems
An ODE approach for fractional Dirichlet problems with gradient nonlinearity
Existence and uniqueness of large solutions for a class of non-uniformly elliptic semilinear equations
Interior regularity results for zeroth order operators approaching the fractional Laplacian
Weakly coupled systems of parabolic Hamilton-Jacobi equations with Caputo time derivative
Continuous viscosity solutions for nonlocal Dirichlet problems with coercive gradient terms
Existence and uniqueness for parabolic problems with Caputo time derivative
Lipschitz regularity for integro-differential equations with coercive Hamiltonians and application to large time behavior
EXISTENCE, UNIQUENESS, AND ASYMPTOTIC BEHAVIOR FOR NONLOCAL PARABOLIC PROBLEMS WITH DOMINATING GRADIENT TERMS
Large solutions for a class of semilinear integro-differential equations with censored jumps
Lipschitz regularity for censored subdiffusive integro-differential equations with superfractional gradient terms
Regularity results and large time behavior for integro-differential equations with coercive Hamiltonians
Existence and Uniqueness for Integro-Differential Equations with Dominating Drift Terms
Fractional Decay Bounds for Nonlocal Zero Order Heat Equations
Uniform Equicontinuity for a Family of Zero Order Operators Approaching the Fractional Laplacian
CONVERGENCE RESULTS FOR A CLASS OF NONLINEAR FRACTIONAL HEAT EQUATIONS
Concentrating solutions of the Liouville equation with Robin boundary condition
12
Erwin Topp

Profesor Asistente

Universidad de Santiago de Chile

Santiago, Chile

3
Patricio Felmer

Full Professor

Ingeniería Matemática

Universidad de Chile

Santiago, Chile

1
Juan Dávila

Professor

Departamento de Ingenieria Matematica

Universidad de Chile

Santiago, Chile