*individual record*

- Arthur Owen Professor of Mathematics and University Distinguished Professor, College of Science

My research in applied and computational mathematics lies at the interface between rigorous applied analysis and physical applications. Most of my work has been focused on the development of analytical and computational techniques for investigating nonlinear phenomena. Specifically, in studying the Euler and the Navier-Stokes equations of incompressible and compressible fluids, and other related nonlinear partial differential equations. Such equations arise as models in a wide range of applications in nonlinear science and engineering. The applications include, but are not limited to, fluid mechanics, oceanic and atmospheric dynamics and their coupling with moisture micro-physics in clouds formation, turbulence, chemical reactions, nonlinear fiber optics, control theory and data assimilation for weather and climate prediction.

- Ph.D. in Applied Mathematics, Indiana University Bloomington - (Bloomington, Indiana, United States) 1986
- M.Sc. in Mathematics, Technion - Israel Institute of Technology - (Haifa, Israel) 1981
- B.Sc. in Mathematics, Technion - Israel Institute of Technology - (Haifa, Israel) 1979

##### Academic Articles154

- Desamsetti, S., Dasari, H. P., Langodan, S., Titi, E. S., Knio, O., & Hoteit, I. (2019).
__Efficient dynamical downscaling of general circulation models using continuous data assimilation__.*QUARTERLY JOURNAL OF THE ROYAL METEOROLOGICAL SOCIETY*. 145(724), 3175-3194. - Gesho, M., Olson, E., & Titi, E. S. (2016).
__A Computational Study of a Data Assimilation Algorithm for the Two-dimensional Navier-Stokes Equations__.*Communications in Computational Physics*. 19(4), 1094-1110. - Farhat, A., Lunasin, E., & Titi, E. S. (2016).
__Abridged Continuous Data Assimilation for the 2D Navier-Stokes Equations Utilizing Measurements of Only One Component of the Velocity Field__.*JOURNAL OF MATHEMATICAL FLUID MECHANICS*. 18(1), 1-23. - Markowich, P. A., Titi, E. S., & Trabelsi, S. (2016).
__Continuous data assimilation for the three-dimensional Brinkman-Forchheimer-extended Darcy model__.*NONLINEARITY*. 29(4), 1292-1328. - Albanez, D., Nussenzveig Lopes, H. J., & Titi, E. S. (2016).
__Continuous data assimilation for the three-dimensional Navier-Stokes-alpha model__.*ASYMPTOTIC ANALYSIS*. 97(1-2), 139-164.

##### Conference Papers7

- Rios-Soto, K. R., Castillo-Chavez, C., Neubert, M. G., Titi, E. S., & Yakubu, A. (2006).
__Epidemic spread in populations at demographic equilibrium__.*MATHEMATICAL STUDIES ON HUMAN DISEASE DYNAMICS: EMERGING PARADIGMS AND CHALLENGES*. 410, 297-+. - Olson, E., & Titi, E. S. (2003).
__Determining modes for continuous data assimilation in 2D turbulence__.*Journal of Statistical Physics*. 113(5-6), 799-840. - Cao, C. S., & Titi, E. S. (2002).
__Asymptotic behavior of viscous 1-D scalar conservation laws with neumann boundary conditions__. 306-324. - Shvartsman, S. Y., Rico-Martinez, R., Titi, E. S., Theodoropoulos, C., Mountziaris, T. J., & Kevrekidis, I. G. (1999).
__Order reduction of nonlinear dynamic models for distributed reacting systems__. 637-644. - DOELMAN, A., & TITI, E. S. (1993).
__EXPONENTIAL CONVERGENCE OF THE GALERKIN APPROXIMATION FOR THE GINZBURG-LANDAU EQUATION__. 384, 241-252.

##### Principal Investigator1

- MATH251 Engineering Math Iii Instructor
- MATH664 Seminar Applied Math Instructor
- MATH684 Professional Internship: In-ab Instructor
- MATH685 Directed Studies Instructor
- MATH691 Research Instructor