Jean Decamp
Mathematics Teacher at International French School (Singapore)- Claim this Profile
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Français Native or bilingual proficiency
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English Full professional proficiency
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Bio
Experience
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International French School (Singapore)
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Singapore
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Primary and Secondary Education
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100 - 200 Employee
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Mathematics Teacher
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Aug 2021 - Present
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National University of Singapore
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Singapore
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Higher Education
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700 & Above Employee
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Research Fellow
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Jan 2019 - Apr 2021
- Project development and management. - Development of multidisciplinary theoretical methods: application of graph theory (mathematics & computer science) to complex systems (quantum & classical physics) and quantum technologies. - Creation of Mathematica and C programs for the study of complex and/or disordered systems. - Oral presentations in international conferences and seminars. - Two published scientific articles as first author. - Project development and management. - Development of multidisciplinary theoretical methods: application of graph theory (mathematics & computer science) to complex systems (quantum & classical physics) and quantum technologies. - Creation of Mathematica and C programs for the study of complex and/or disordered systems. - Oral presentations in international conferences and seminars. - Two published scientific articles as first author.
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Université de Nice Sophia-Antipolis
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Nice Area, France
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Teaching Assistant
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Oct 2015 - Sep 2018
- Undergraduate level courses in the Mathematics and Computer Science departments (64 hours per year). - Creation and correction of exams. - Individual student monitoring. - Undergraduate level courses in the Mathematics and Computer Science departments (64 hours per year). - Creation and correction of exams. - Individual student monitoring.
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Institut de Physique de Nice (INPHYNI)
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France
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Research Services
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1 - 100 Employee
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PHD Student
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Oct 2015 - Sep 2018
Title: Symmetries and Correlations in Strongly Interacting One-dimensional Quantum Gases. Advisors : Patrizia Vignolo and Mathias Albert. - Development of a theoretical tool inspired by Nuclear Physics for the study of ultracold atom systems. - Theoretical discovery of an experimental way of measuring the symmetry of complex cold atom systems. - Oral presentations in international conferences and seminars. - Four published scientific articles as first author. Title: Symmetries and Correlations in Strongly Interacting One-dimensional Quantum Gases. Advisors : Patrizia Vignolo and Mathias Albert. - Development of a theoretical tool inspired by Nuclear Physics for the study of ultracold atom systems. - Theoretical discovery of an experimental way of measuring the symmetry of complex cold atom systems. - Oral presentations in international conferences and seminars. - Four published scientific articles as first author.
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CNRS
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France
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Research Services
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700 & Above Employee
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Research Intern
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Apr 2014 - Jul 2014
Research internship in mathematical physics, Advisor : Frédéric Faure. Normal Forms in Chaos Theory. Investigated a mathematical method in order to simplify strongly chaotic dynamical systems (more precisely, Anosov diffeomorphisms on compact connected manifolds). Research internship in mathematical physics, Advisor : Frédéric Faure. Normal Forms in Chaos Theory. Investigated a mathematical method in order to simplify strongly chaotic dynamical systems (more precisely, Anosov diffeomorphisms on compact connected manifolds).
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CEA
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France
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Research Services
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700 & Above Employee
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Research Intern
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May 2013 - Jun 2013
Research internship in theoretical physics, Advisor : Julia Meyer. Dynamical Conductance in Spin Valves. Studied the conductance of a ferromagnetic-supraconductor-ferromagnetic device submitted to an alternative current. Research internship in theoretical physics, Advisor : Julia Meyer. Dynamical Conductance in Spin Valves. Studied the conductance of a ferromagnetic-supraconductor-ferromagnetic device submitted to an alternative current.
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CNRS
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France
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Research Services
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700 & Above Employee
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Research Intern
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Jun 2012 - Jul 2012
Research internship in mathematical physics, Advisor : Frédéric Faure. Ruelle Resonances and Irreversibility. Studied the discrete spectrum of an operator associated with an example of a two-dimensional chaotic system. Research internship in mathematical physics, Advisor : Frédéric Faure. Ruelle Resonances and Irreversibility. Studied the discrete spectrum of an operator associated with an example of a two-dimensional chaotic system.
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Education
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Ecole normale supérieure de Lyon
Master 2, Theoretical and Mathematical Physics -
Université Joseph Fourier (Grenoble I)
"Agrégation", Mathematics -
Université Joseph Fourier (Grenoble I)
Bachelor and Master 1, Physics