Ami Harten
Amiram Harten | |
|---|---|
Applied Mathematics | |
| Institutions | Tel Aviv University, UCLA |
| Doctoral advisor | Peter Lax |
Amiram Harten (1946 – 1994) was an
hyperbolic partial differential equations. Among other contributions, he developed the total variation diminishing scheme, which gives an oscillation free solution for flow with shocks.[2]
In 1980s, Harten along with Björn Engquist, Stanley Osher, and Sukumar R. Chakravarthy developed the essentially non-oscillatory (ENO) schemes. The article on ENO, titled, Uniformly High Order Accurate Essentially Non-oscillatory Schemes, III was published in Journal of Computational Physics, in 1987 [3] and is one of the most cited papers in the field of
ISI highly cited researcher.[5]
In 1990 Harten gave a talk on "Recent developments in shock-capturing schemes" at the International Congress of Mathematicians in Kyoto.[6]
References
- ^ "Amiram Harten - Curriculum Vitae" (PDF). Archived from the original (PDF) on 13 April 2014. Retrieved 9 April 2014.
- hdl:2060/19830002586
- ^ Thomson ISI, Harten, Amiram, ISI Highly Cited Researchers, retrieved 2009-06-20
- ^ Harten, Ami (1991), "Recent developments in shock-capturing schemes", Proceedings of the International Congress of Mathematicians, (Kyoto, 1990), II: 1549–1559
External links
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