Emmanuel Fleurantin

About Me

I am a PhD student under the advisement of Dr. J.D. Mireles James and Dr. V. Naudot..

  • e-mailefleurantin2013@fau.edu
  • Research Interests
    • Dynamical Systems
    • Numerical Methods for ODEs and PDEs
    • Computation of Smooth Invariant Manifolds
    • Computer Assisted Proof in Dynamics


Florida Atlantic University (FAU)

2016-2018 Graduate Certificate in Cyber Security

Florida Atlantic University (FAU)

2015-2018 Masters Degree (thesis option), Mathematics

Advisor: Dr. Jason Mireles-James.
Report title: On the study of the Aizawa system. Successful defense March 29, 2018.

Seminars, conferences or visits

Visit to Université Lille 1, Département Mathématiques Cité Scientifique, Villeneuve-d'Ascq, France

Dec 2018

Worked with Dr. Guoting Chen.

NSF-CBMS Regional Research Conference: Fitting Smooth Functions to Data

Aug 2019

Hosted at the University of Texas at Austin.

39th Southeastern-Atlantic Regional Conference on Differential Equations (SEARCDE)

Oct 2019

Hosted at Embry-Riddle Aeronautical University, Daytona Beach, Florida.

44th SIAM Southeastern Atlantic Section Conference (SIAM-SEAS)

Mar 2020

Hosted at Auburn University.

45th Annual New York Regional Graduate Mathematics Conference

Mar 2020

Hosted at Syracuse University.

13th AIMS Conference on Dynamical Systems, Differential Equations, and Applications

June 2020

Atlanta, USA.

Teaching Experience

Methods of Calculus (MAC 2233)

Spring 2017, Spring 2019

Introductory Statistics (STA 2023)

Fall 2017, Spring 2018, Spring 2020

Precalulus Algebra (MAC 1140)

Summer 2018, Fall 2018

Trigonometry (MAC 1114)

Summer 2017

College Algebra (MAC 1105)

Fall 2016, Fall 2019

Coding Skills




  • Maciej J. Capinski, Emmanuel Fleurantin, Jason D. Mireles-James , Computer Assisted Proofs of Two-Dimensional Attracting Invariant Tori for ODEs. (To appear in Discrete and Continuous Dynamical Systems) (preprint)

  • Emmanuel Fleurantin, Jason D. Mireles James , Resonant Tori, Transport Barriers, and Chaos in a Vector Field with a Neimark-Sacker Bifurcation, Communications in Nonlinear Science and Numerical Simulation, Volume 85, June 2020, 105226, ISSN 1007-5704. (preprint)

  • Catherine I. Berrouet, Jacob Nadulek, Emmanuel Fleurantin, Sunil Giri, Katarzyna A. Rejniak, Necibe Tuncer , A Mathematical Model Based on IC50 Curves To Predict Tumor Responses to Drugs, OURI FAU undergraduate journal Vol 7, pp. 18–32, Spring 2018 edition. (pdf here)