Dr. Rouba Borghol
About
Dr. Rouba Borghol is an Assistant Professor of Mathematics at Rochester Institute of Technology Dubai. She received a Master’s Degree in Applied Mathematics from the University of Claude Bernard II, Lyon and a PhD in Mathematics from the University of Tours in France in December 2005.
Dr. Rouba was employed by the College of Applied Science and Dhofar University as an Assistant Professor for the academic years 2010-2013. She was also employed by the Lebanese University- Lebanon as an Assistant Professor for the academic year 2008-2009 and as a lecturer at the University of Tours in France during 2005-2007. She was a research fellow at the polytechnic school of Palaiseau in France in 2008. Throughout her fifteen years in academia, she has taught several courses and topics such as pure mathematics and applied mathematics courses for both undergraduate and graduate programs.
- Ph.D. in Mathematics from the University of Tours in France
- M.S. in Applied Mathematics from the University of Claude Bernard II, Lyon
- Existence of solutions of Euler Poisson model
- Boundary singularities of some quasi linear equations
- Nonlinear elliptic and parabolic equations
- Harnack estimates
- Sobolev spaces and their properties
- Modeling virus traffic in the cell, mixed problems
- R. Borghol, S. Borghol, Existence of supersonic solutions for non-isentropic Euler Poisson model in 1D, in progress
- M. Badra, R. Borghol, "Long-term integrity and non-repudiation protocol for multiple entities", Sustainable cities and society 40, 189-193, July 2018
- M. Badra, Rouba Borghol, "Authentication and Non-repudiation systems", Patent application, April 2017
- M. Badra, R. Borghol, "A Lightweight Security and Authentication Protocol for NFC-Based Mobile Payments", Procedia Computer Science 83:705-711, December 2016
- M. Badra, N. Jabeur, N. Sahli, R. Borghol, "Extending TLS to secure multihost applications exchanges", PIMRC 2012: 2500-2505
- R. Borghol, Some properties of Sobolev spaces, Asymptotic Analysis, Volume 51, Pages: 303 -317(2007)
- R. Borghol, L. Véron, Boundary Singularities of N-harmonic functions, Commutative Partial Differential Equation, Volume 32, Pages: 1001-1015 (2007)
- R. Borghol, L. Véron, Boundary Singularities of solutions of N-harmonic equations with absorption. J. Funct. Analysis, Volume 241, Pages: 611- 637 (2006)
- M.F. Bidaut-Véron, R. Borghol, L. Véron, Boundary Harnack Inequalities and a priori estimates of singular solutions of quasilinear equations, Calculus of Variations, vol. 27 (2), Pages: 159 – 177 (2006)