Julius Fergy Rabago
About me
Hello! I'm Fergy and I am currently a postdoctoral researcher at the Faculty of Mathematics and Physics, Institute of Science and Engineering, Kanazawa University. I am also currently an Adjunct Assistant Professor at Temple University, Japan Campus.
My current research interests include stationary free boundary and free surface problems, moving boundary problems, geometric inverse problems, and applications of shape optimization methods.
Contacts
postal: Room 211, Building C4 (see map)
(研究室 211、自然科学５号館)
Faculty of Mathematics and Physics
(理工研究域 数物科学系)
Institute of Science and Engineering
Kanazawa University, Kakuma Campus
Kanazawa, 920-1192, Ishikawa, Japan
e-mails: rabagojft [at] se.kanazawa-u.ac.jp
jftrabago [at] gmail.com
jfrabago [at] gmail.com
What's new?
2025 February 11 - 13: International Conference: Differential Equations for Data Science 2025 (DEDS2025)
2024 April 16: Our paper titled ``Boundary shape reconstruction with Robin condition: existence result, stability analysis, and inversion via multiple measurements'' has been accepted in Computational and Applied Mathematics journal and is available as a preprint in ArXiv (with L. Afraites)
2024 March 18: Our paper titled ``Detecting immersed obstacle in Stokes fluid flow using the coupled complex boundary method'' is now available as a preprint in ArXiv (with L. Afraites and H. Notsu)
2024 March 13: Our paper titled ``Comoving mesh method for multi-dimensional moving boundary problems: mean-curvature flow and Stefan problems'' has been published in Mathematics and Computers in Simulation, Volume 221, July 2024, Pages 589-605 (with M. Kimura and Y. Sunayama)
2023 November 7: Our paper titled ``Numerical solution to a free boundary problem for the Stokes equation using the coupled complex boundary method in shape optimization setting,'' (with H. Notsu) is now published online Applied Mathematics and Optimization, Volume 89, article number 2, (2024) <PDF>
2023 October 11: Our paper titled ``Shape reconstruction for advection-diffusion problems by shape optimization techniques: the case of constant velocity,'' (with E. Charrat and L. Afraites) is now published online as an early access article in Discrete and Continuous Dynamical Systems Series S.