Eli Turkel

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 and elasticity.

Eli L. Turkel
אלי טורקל
Born (1944-01-22) January 22, 1944

Research

His other research interests include algorithms for scattering and inverse scattering, image processing, and crack propagation. His most quoted paper is with Jameson and Shmidt (JST) on a Runge-Kutta scheme to solve the Euler equations.

His other main contributions include fast algorithms for the Navier-Stokes equations based on preconditioning techniques, radiation boundary conditions and high order accuracy for wave propagation in general shaped domains.

His recent work is on reading ostraca from the first Temple period. Algorithmic handwriting analysis of Judah’s military correspondence sheds light on the composition of biblical texts, which appeared in PNAS was quoted by numerous sources including the front page of the NY Times. He has also authored articles in Tradition and the Journal of Contemporary Halacha.

Turkel was listed as an ISI highly cited researcher in mathematics.[2] with over 5000 citations.

Education

Turkel was born in New York City, United States. He received his B.A. degree from the Yeshiva University in 1965, M.S. degree from the New York University in 1967, and Ph.D. degree from the Courant Institute at New York University in 1970; all in mathematics. His Ph.D. thesis advisors were J. J. Stoker and Eugene Isaacson.

He received rabbinical ordination from Rabbi J.B. Soloveitchik.

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References
  1. "Eli Turkel". at the Tel Aviv University. Retrieved 2009-06-21.
  2. Thomson ISI. "Turkel, Eli, ISI Highly Cited Researchers". Retrieved 2009-06-21.
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