Eli L. Turkel | |
|---|---|
אלי טורקל | |
| Born | January 22, 1944 New York City, United States |
| Nationality | Israeli |
| Alma mater | Yeshiva University, New York University, Courant Institute at New York University |
| Known for | Numerical analysis of Partial Differential Equations, Computational fluid dynamics, Computational electromagnetics, Acoustics, Elasticity, Image processing |
| Notable work | Runge-Kutta scheme for Euler equations, Fast algorithms for Navier-Stokes equations, Reading and analysis of first Temple ostraca, Deep learning algorithms for PDEs |
| Scientific career | |
| Fields | Applied mathematics |
| Institutions | Tel Aviv University |
| Doctoral advisors | J. J. Stoker, Eugene Isaacson |
Eli L. Turkel (hebrew אלי טורקל) (born January 22, 1944) is an Israeli applied mathematician and currently an emeritus professor of applied mathematics at the School of Mathematical Sciences, Tel Aviv University.[1] He is known for his contributions to numerical analysis of Partial Differential equations particularly in the fields of computational fluid dynamics, computational electromagnetics, acoustics, elasticity and image processing with applications to first Temple ostraca and recently deep earning for forward and inverse problems in PDEs,