Yahoo Search Búsqueda en la Web

Resultado de búsqueda

  1. Leiden University. Alexander Markovich Lubotsky, also known as Sasha Lubotsky ( Russian: Александр Маркович Лубоцкий; born 16 April 1956), is a Russian-Dutch linguist and Indologist who specializes in the study of Indo-Iranian languages. [1] [2] He is the editor-in-chief of the Leiden Indo-European ...

  2. Aleksandr Lubotski (en ruso Александр Лубоцкий), también transliterado como Alexander Lubotsky (Moscú, 16 de abril de 1956), es un lingüista ruso experto en indología y lenguas indoeuropeas.

  3. Alexander Lubotzky (Hebrew: אלכסנדר לובוצקי; born 28 June 1956) is an Israeli mathematician and former politician who is currently a professor at the Weizmann Institute of Science and an adjunct professor at Yale University.

  4. Alexander Lubotsky: Curriculum Vitae. Education. 1973 – 1976: Lomonosov University, Moscow (Linguistics) 1976 – 1980: Leiden University. 1978: kandidaats (BA) Indo-Iranian. 1980: doctoraal (MA) Comparative Indo-European Linguistics. 1987: PhD Leiden (“Nominal accentuation in Sanskrit and Indo-European”, under supervision of Professor R.S.P. Beekes)

  5. Professor of Mathematics. Maurice and Clara Weil chair in mathematics. Einstein institute of mathematics. Edmund J. Safra campus of the Hebrew University. Givat Ram, Jerusalem 91904. Israel. Tel. (972) - 2 - 6584387. Fax (972) - 2 - 5630702. alex.lubotzky@mail.huji.ac.il.

  6. Alexander (Sasha) Lubotsky (PhD Leiden University, 1987) is a linguist specializing in comparative historical linguistics of the Indo-European languages, especially of the Indo-Iranian languages, as well as of Phrygian. He is the author of many articles and several monographs, including The system of nominal accentuation in Sanskrit and ...

  7. 6 de dic. de 2023 · Professor Alexander Lubotzky is the Maurice and Clara Weil Chair in Mathematics and Professor of Mathematics at the Hebrew University of Jerusalem. Additionally, he is an adjunct professor at Yale University. He has solved a number of central problems in group theory and its applications to combinatorics, geometry, and theoretical computer science.