Man

Gueorgui Dimitrov Raykov

Profesor Titular

FACULTAD DE MATEMATICAS, PUC

Santiago, Chile

Líneas de Investigación


Analysis of Partial Differential Equations; Spectral and Scattering Theory; Mathematical Physics

Educación

  •  Mathematical Physics, Leningrad State University. Rusia, 1986
  •  Mathematics, Bulgarian Academy of Sciences. Bulgaria, 1992

Experiencia Académica

  •   Full Professor Full Time

    PONTIFICIA UNIVERSIDAD CATOLICA DE CHILE

    ´Mathematics

    Santiago, Chile

    2012 - A la fecha

  •   Associate Professor Full Time

    PONTIFICIA UNIVERSIDAD CATOLICA DE CHILE

    Mathematics

    Santiago, Chile

    2006 - 2012

  •   Associate Professor Full Time

    UNIVERSIDAD DE CHILE

    Sciences

    Santiago, Chile

    2001 - 2006

  •   Research fellow; Senior research fellow Full Time

    Bulgarian Academy of Sciences

    Institute of Mathematics

    Sofia, Bulgaria

    1987 - 2000

Formación de Capital Humano


Undergraduate Students:
- Esteban Cárdenas, Catholic University of Chile (PUC): thesis defended on November 23, 2018.
- Nicolás Espinoza, PUC: thesis defended on December 6, 2017.

Master Student:
- Ignacio Tejeda, PUC: thesis defended on July 4, 2019.

Doctoral Students:
- Tomás Lungenstrass, PUC: thesis defended on May 5, 2015.
- Pablo Miranda, University of Chile: thesis defended on May 18, 2011.

Postdoctoral Fellows:
- Dhriti Dolai (Ph.D. from Chennai), April - December 2016.
- Diomba Sambou (Ph.D. from Bordeaux), September 2014 - December 2016.
- Nicolas Dombrowski (Ph.D. from Cergy-Pontoise), March 2010 - June 2011.



 

Article (10)

Threshold singularities of the spectral shift function for geometric perturbations of magnetic Hamiltonians
Spectral Properties of 2D Pauli Operators with Almost-Periodic Electromagnetic Fields
Spectral properties of Landau Hamiltonians with non-local potentials
Lifshits Tails for Randomly Twisted Quantum Waveguides
Lifshits Tails for Squared Potentials
Spectral properties of harmonic Toeplitz operators and applications to the perturbed Krein Laplacian
Surface Lifshits tails for random quantum Hamiltonians
Discrete spectrum for Schrödinger operators with oscillating decaying potentials
Spectral asymptotics for waveguides with perturbed periodic twisting
Local spectral asymptotics for metric perturbations of the Landau Hamiltonian
10
Gueorgui Raykov

Profesor Titular

Mathematica

FACULTAD DE MATEMATICAS, PUC

Santiago, Chile