"Marriage is like a walk in the park... Jurassic Park"
Hi, my name is Tho Duc Nguyen ( or, more precisely, Nguyễn Đức Thọ in my country-Vietnam) and it is very nice to meet you. I am ongoing a Postdoctoral Researcher at Czech Technical University in Prague with my mentor, Prof. David Krejcirik and I am a member of MAFIA group.
If you wish to contact me:
Room 10a , Trojanova 13, 12000 Prague, Czech Republic,
Phone number : +(420 ) 775 534 656,
Professional interests
Pseudospectra of non-self-adjoint operators.
Semi-classical analysis: Spectral theory of self-adjoint operators, WKB analysis.
Classical analysis: Hamiltonian dynamics.
Current Grant Project
I am a member of the project GAČR EXPRO grant No. 20-17749X "New challenges for spectral theory: geometry, artificial materials and complex fields" (2020-2024).
Education
2020-present: Postdoctoral researcher at Department of Mathematics , Faculty of Nuclear Sciences and Physical Engineering, Czech Technical University in Prague .
2016-2019: PhD student at University of Rennes 1 under the supervision of Prof. Nicolas Raymond and Prof. San Vũ Ngọc.
Doctoral Thesis: Classical and semi-classical analysis of magnetic fields in two dimensions.
2015-2016: Master 2 in Applied Mathematics , University of Paris 13. I did the internship at University of Rennes 1 under the supervision of Prof. Nicolas Raymond and Prof. San Vũ Ngọc.
Master Thesis: Confining classical particles with magnetic fields in 2 dimensions.
2011-2015: B.S. in mathematics in University of Science, Viet Nam National University Ho Chi Minh City.
Bachelor Thesis: Nemytskii operators from Sobolev spaces into Lebesgue spaces and applications to Laplace equations with nonlinear boundary conditions.
Talks
Past
MAFIA Seminar.
Praha, Czech Republic, 31 of October, 2023.
Title: Schrödinger operator with a complex steplike potential. (Slide)
Évora, Portugal, 25-28 of July, 2023.
Title: Dirac operator with a discontinuous complex potential. (Slide)
Graz, Austria, 18-22 of December, 2022.
Title: Dirac operator with a discontinuous complex potential. (Slide)
Banff, Canada, 10 - 15 of July, 2022.
Title: Large pseudospectra for biharmonic operators with complex potentials. (Slide)
Lisbon, Portugal, 20-24 of July, 2022.
Title: Large pseudospectra for biharmonic operators with complex potentials. (Slide)
Seminar in Graz University of Technology.
Graz, Austria, April, 2022.
Title: Large pseudospectra for biharmonic operators with complex potentials. (Slide)
Lisbon, Portugal, 25 of June, 2021.
Title: Pseudomode for non-self-adjoint Biharmonic operators. (Slide)
CIRM conference: Mathematical aspects of the physics with non-self-adjoint operators: 10 years after;
Marseille, France, 1-5 of February, 2021.
Title: Pseudomode for non-self-adjoint Dirac operators. (Slide)
MAFIA seminar
Praha, Czech Republic, 30 of June, 2020.
Title: Magnetic WKB constructions on a surface. (Slide)
GDR DYNQUA : 12th meeting of the GDR DYNQUA
Strasbourg, France, 5-7of February, 2020.
Title: Classical and semi-classical analysis of magnetic fields in two dimensions. (Slide)
Rennes, France, 7 of June, 2018.
Title: Boundary effects on the magnetic Hamiltonian Dynamics in two dimensions.