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Thuong NGUYEN Curriculum Vitae Personal Information Full name NGUYEN Thi Hoai Thuong (Thuong NGUYEN). Nationality Vietnamese. Address IRMAR, University of Rennes 1, 263 avenue du Général Leclerc, CS 74205, 35042 RENNES Cédex, France. Phone (+33) 768 372 294. Email [email protected] or [email protected] Education PhD Duration October, 2017-present PhD student of Applied Mathematics, IRMAR, University of Rennes 1. PhD’s Thesis Numerical approximation of boundary conditions and stiff source terms in hyperbolic equations.. Supervisors Professors Nicolas SEGUIN and Benjamin BOUTIN. Master Duration 2016-2017 Master of Applied Mathematics, French-Vietnam Master Program, University of Paris 13, University of Rennes 1. Master’s Thesis Analysis of the Interaction of Boundary Condition and Stiff Relaxation for Hyperbolic Partial Differential Equations. Supervisors Professors Nicolas SEGUIN and Benjamin BOUTIN. Bachelor Duration 2012-2016 Bachelor of Science in Mathematics and Computer Sciences, Ho Chi Minh University of Sciences, Vietnam National University, Ho Chi Minh City (VNU-HCM). Bachelor’s Thesis The properties Localization of Laplace eigenvectors in a finite graph and finding eigenvalues having Localization properties in some special domain. Supervisor Dr. Nguyen Thanh Binh 1/3

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Page 1: Thuong NGUYEN – Curriculum Vitae...Thuong NGUYEN – Curriculum Vitae Author Thuong NGUYEN Subject Resumé of Thuong NGUYEN Keywords Thuong NGUYEN, curriculum vitæ, resumé Created

Thuong NGUYENCurriculum Vitae

Personal InformationFull name NGUYEN Thi Hoai Thuong (Thuong NGUYEN).Nationality Vietnamese.

Address IRMAR, University of Rennes 1, 263 avenue du Général Leclerc, CS 74205, 35042RENNES Cédex, France.

Phone (+33) 768 372 294.Email [email protected] or [email protected]

EducationPhD Duration

October,2017-present

PhD student of Applied Mathematics, IRMAR, University of Rennes 1.

PhD’s Thesis Numerical approximation of boundary conditions and stiff source terms inhyperbolic equations..

Supervisors Professors Nicolas SEGUIN and Benjamin BOUTIN.Master Duration

2016-2017 Master of Applied Mathematics, French-Vietnam Master Program, Universityof Paris 13, University of Rennes 1.

Master’sThesis

Analysis of the Interaction of Boundary Condition and Stiff Relaxation forHyperbolic Partial Differential Equations.

Supervisors Professors Nicolas SEGUIN and Benjamin BOUTIN.Bachelor Duration

2012-2016 Bachelor of Science in Mathematics and Computer Sciences, Ho Chi MinhUniversity of Sciences, Vietnam National University, Ho Chi Minh City (VNU-HCM).

Bachelor’sThesis

The properties Localization of Laplace eigenvectors in a finite graph andfinding eigenvalues having Localization properties in some special domain.

Supervisor Dr. Nguyen Thanh Binh

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Page 2: Thuong NGUYEN – Curriculum Vitae...Thuong NGUYEN – Curriculum Vitae Author Thuong NGUYEN Subject Resumé of Thuong NGUYEN Keywords Thuong NGUYEN, curriculum vitæ, resumé Created

EmploymentSept 2016 -Dec 2016

Teaching Assistant, Practical Laboratory (MATLAB), Department of Analysis,Faculty of Mathematics and Computer Science, University of Sciences, VNU-HCM,Vietnam.

Academic ActivitiesSchools

15 July- 23August 2019

Summer school in CEMRACS 2019, Geophysical Fluids, Gravity Flows,CIRM, Luminy, Marseille, Bouches du Rhône, France, Project: Numerical boundaryconditions for transport equations.

August 2017 Summer school in Statistics and Applications, HCM University of Sciences,VNU-HCM, Vietnam, this summer course were taught by French Professors.

August 2014 Summer school in Statistics and Applications, HCM University of Sciences,VNU-HCM, Vietnam, this summer course were taught by French Professors.

Research Interests- Hyperbolic systems of conservation laws, boundary conditions.- Finite volumes and finite differences schemes, stability theory for discrete initial

boundary value problems.

Achievements2012-2016 Encouraging Scholarship for High GPA Student, HCM University of Sciences2014-2015 Scholarship from VIASM (Vietnam Institute for Advanced Study in Mathematics):

A special award for excellent students in the National Development Program inMathematics (2010-2020).

2015-2016 Award certificate of Vietnam National University, Ho Chi Minh City for the excellentgraduated student.

Computer skillsPrograminglanguages

Matlab, Python.

Mathpresentation

Latex.

Statistic R.

TalksJune 2019 Workshop "Numerical Methods for Multiscale Models arising in Physics and Biology",

As part of the Journées Scientifiques de l’Université de Nantes, France, The stabilityof the semi-discrete scheme for the linear damped wave equation with boundary.

May 2019 SMAI 2019, 9ème Biennale, Des Mathématiques Appliquées et Industriellas, GuidelPlage (Morbihan), France, Stability of numerical schemes for the hyperbolic relax-ation system with boundary.

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May 2019 Journée des doctorantes et doctorants en analyse de l’IRMAR, Rennes, France,The stability of the semi-discrete scheme for the linear damped wave equation withboundary.

March 2019 Journée de l’équipe Analyse numérique à IRMAR, Rennes, France, A stiffly stablesemi-discrete scheme for the characteristic linear hyperbolic relaxation with bound-ary.

December2018

Séminaire Landau, IRMAR, Rennes France, Stability of numerical schemes for theinitial boundary value problem of relaxation balance laws.

June 2018 XVII International Conference on Hyperbolic Problems Theory, Numerics, Applica-tions 2018 (HYP2018),University Park, Pennsylvania, USA, Stability of numericalschemes for the initial boundary value problem of relaxation balance laws.

PosterFebruary

2020Seminar "Computational Fluid Dynamics", Institut Henri Poincaré, Paris, France,Discrete Boundary Condition for the Linear Damped Wave Equation.

Publications2020 A stiffly stable fully discrete scheme for the damped wave equation using discrete

transparent boundary condition, Benjamin Boutin, Thi Hoai Thuong Nguyen, NicolasSeguin, preprint.

2019 High order numerical schemes for transport equation on bounded domains, Ben-jamin Boutin, Thi Hoai Thuong Nguyen, Abraham Sylla, Sébastien Tran-Tien, Jean-François Colombel, preprint.A stiffly stable semi-discrete scheme for the characteristic linear hyperbolic relax-ation with boundary, Benjamin Boutin, Thi Hoai Thuong Nguyen, Nicolas Seguin,ESAIM: Mathematical Modelling and Numerical Analysis, EDP Sciences.

ReferencesDr. NGUYEN Thanh Binh. (Bachelor’s Thesis Supervisor)Faculty of Mathematics and Computer Science.University of Sciences,Vietnam National University.E-mail:[email protected]. Nicolas SEGUIN. (PhD’s Thesis Supervisor)Institut de Recherche Mathématiques de Rennes (IRMAR)University of Rennes 1.E-mail: [email protected]. Benjamin BOUTIN. (PhD’s Thesis Supervisor)Institut de Recherche Mathématiques de Rennes (IRMAR)University of Rennes 1.E-mail: [email protected]

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