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Dr. Nguyen Duc Tho

Position: Member

Expertise: Analysis

Email: nguyenductho@tdtu.edu.vn

Main Research Directions

Functional Analysis.

Operators and Spectral Theory.

Semi-classical Analysis.

Partial Differential Equations.

Hamiltonian Dynamics.

Achievements

Participated in research on international scientific projects, serving as a research member of EXPRO – a state-level research project of the Czech Republic, contributing to promoting international research cooperation and developing advanced research directions.

Published 8 scientific articles in journals listed in the Web of Science (WoS) and Scopus, including 6 articles published in Q1 journals, demonstrating the quality and international scope of the research.

H-index = 3 with 19 citations, reflecting initial results recognized by the scientific community.

Regularly invited to present at international scientific conferences, with 10 invited papers, contributing to introducing research results to the international academic community.

He has received numerous scholarships and awards for scientific research, notably the Vallet Scholarship (2013, 2014) and the National Key Program for the Development of Mathematics Scholarship 2010–2020 (2015), recognizing his outstanding achievements in academics and research.

Education

2011-2015: Bachelor of Science in Mathematics and Computer Science (Talent Program), Faculty of Science, Vietnam National University Ho Chi Minh City, Vietnam.

2015-2016: Master of Applied Mathematics, University of Paris 13, Paris, France.

2016-2019: PhD in Mathematics, University of Rennes 1, Rennes, France.

Experience

2019-2024: Postdoctoral Researcher, Department of Nuclear Science and Technology, Czech Technical University in Prague, Czech Republic.

2025-present: Teaching Assistant, Department of Mathematics and Statistics, Ton Duc Thang University, Vietnam.

Publications

[5] Tho Nguyen DucSchrodinger operator with a complex steplike potential, Journal of Differential Equations, 2025, DOI.

[4] Tho Nguyen DucPseudomodes for biharmonic operators with complex potentials, SIAM Journal on Mathematical Analysis, 2023, DOI.

[3] David Krejčiřík and Tho Nguyen DucPseudomodes for non-self-adjoint Dirac operators, Journal of Functional Analysis, 2022, DOI.

[2] Yannick Guedes Bonthonneau, Tho Nguyen Duc, Nicolas Raymond, and San Vũ NgọcMagnetic WKB constructions on a surface, Reviews in Mathematical Physics, 2021, DOI.

[1] Thọ Nguyen Duc, Nicolas Raymond and San Vũ NgọcBoundary effects on the magnetic Hamiltonian dynamics in two dimensions, L'Enseignement mathématique, 2019, DOI.