Man

Edgardo Stockmeyer Acuña

Associate Professor

Pontificia Universidad Católica de Chile

Santiago, Chile

Líneas de Investigación


Mathematical-Physics: functional analysis and spectral theory applied to quantum mechanics and condensed matter physics

Educación

  •  Mathematical-Physics, Pontificia Universidad Católica de Chile. Chile, 2002
  •  Habilitation in Mathematics, LUDWIG MAXIMILIANS-UNIVERSITAT MUNCHEN. Alemania, 2010

Experiencia Académica

  •   Assistant Professor Full Time

    University Ludwig-Maximilian

    Mathematics

    Munich, Alemania

    2004 - 2013

  •   Associate Professor Full Time

    PONTIFICIA UNIVERSIDAD CATOLICA DE CHILE

    Physics

    Santiago, Chile

    2013 - A la fecha

Formación de Capital Humano


2012: Veronika Lodd, B. Sc. degree, Institute of Mathematics, Universidad Ludwig-Maximiliam (LMU) Munich
Thesis Title: Einführung in die Prüffer-Transformation

2013: Mona Fischer, B. Sc. degree, Institute of Mathematics, LMU Munich
Thesis Title: Die komplexe Fouriertransformation und das Theorem von Paley-Wiener

2013 Moritz Wehler, B. Sc. degree, Institute of Mathematics, LMU Munich
Thesis Title: A Lieb-Thierring inequality in one dimension

2013: Ana Canizares, Master degree, Institute of Mathematics of the LMU Munich,
Thesis Title: Expansions in generalised eigenfunctions of Dirac operators

2015: Josef Mehringer, Dr. rer. Nat. at the Institute of Mathematics of the LMU Munich.
Thesis Title: Spectral and dynamical properties of certain quantum Hamiltonians in dimension two
(https://edoc.ub.uni-muenchen.de/18896/)


Difusión y Transferencia


Projects:
- 2014-2016: Associate Researcher Núcleo Milenium RC120002 Física Matemática
- 2014-2017: Principal investigator, Fondecyt proy.1141008 ’Spectral Theory of Graphene’
- 2010 - 2015: Principal Investigator (PI) en la SFB/TR 12 (DFG, Germany) ‘Symmetries and Universality in Mesoscopic Systems’.

Organisation of Conferences:
- Co-organizer of ‘Spectral Days 2012’, Munich, Germany.
http://www.mathematik.uni-muenchen.de/~mueller/events/specdays/index.html
- Co-organizer of Summer-School on Current Topics in Mathematical Physics, Valparaíso 2015
http://www.fis.puc.cl/~smp2015/frontpage.html
- Participate in the organisation of ICMP 2015, Santiago 2015
http://www.icmp2015.cl

Dissemination:
2014-2016: Lecturing on a course "Fundamentos de Aplicaciones de Física Cuántica" at PUC, Santiago. This courses were intended for school-teachers from chemistry and Physics
2016: Charla de divulgación en Física “ Colegio Elvira Hurtado de Matte” (Quinta Normal, Noviembre 2016):
2017: Participating in the production of the animation "Grafeno, un universo en dos dimensiones"
(animation by Guillo soon to be launched in YouTube),



 

Article (25)

Infinite mass boundary conditions for Dirac operators
Resolvent Convergence to Dirac Operators on Planar Domains
Self-Adjointness of Two-Dimensional Dirac Operators on Domains
Spectral Gaps in Graphene Antidot Lattices
Spectral Gaps of Dirac Operators Describing Graphene Quantum Dots
Dynamical localization of Dirac particles in electromagnetic fields with dominating magnetic potentials
Ballistic dynamics of Dirac particles in electro-magnetic fields
Confinement-deconfinement transitions for two-dimensional Dirac particles
Localization of two-dimensional massless Dirac fermions in a magnetic quantum dot
Real analyticity away from the nucleus of pseudorelativistic Hartree–Fock orbitals
EXISTENCE OF GROUND STATES OF HYDROGEN-LIKE ATOMS IN RELATIVISTIC QED I: THE SEMI-RELATIVISTIC PAULI–FIERZ OPERATOR
Existence of ground states of hydrogen-like atoms in relativistic quantum electrodynamics. II. The no-pair operator
Exponential Localization of Hydrogen-like Atoms in Relativistic Quantum Electrodynamics
Multiparticle equations for interacting Dirac fermions in magnetically confined graphene quantum dots
SPECTRAL THEORY OF NO-PAIR HAMILTONIANS
On the Eigenfunctions of No-Pair Operators in Classical Magnetic Fields
Dirac Operators Coupled to the Quantized Radiation Field: Essential Self-adjointness à la Chernoff
Hartree–Fock Theory for Pseudorelativistic Atoms
On the convergence of eigenfunctions to threshold energy states
Perturbative Implementation of the Furry Picture
The Douglas-Kroll-Heß Method: Convergence and Block-Diagonalization of Dirac Operators
An analytic Douglas–Kroll–Heß method
Operator representation for Matsubara sums
The ground state energy of relativistic one-electron atoms according to Jansen and Hess
Dissociation of homonuclear relativistic molecular ions

BookSection (1)

Hydrogen-like atoms in relativistic QED

ConferenceProceedingWhole (1)

Real analyticity of solutions to Schrödinger equations involving a fractional Laplacian and other Fourier multipliers.
1
Amal Taarabt

Profesor Asistente

Matemáticas

Pontificia Universidad Católica de Chile

Santiago, Chile

27
Edgardo Stockmeyer

Associate Professor

Physics

Pontificia Universidad Católica de Chile

Santiago, Chile

2
Hanne Van Den Bosch

Profesor assistente

Ingeniería Matemática

Universidad de Chile

Santiago, Chile