List of Famous people named Vladimir
Vladimir Davydov
Vladimir Netto
Vladimir Zuykov
Vladimir Zuykov was a Russian film animator, artist, and illustrator. He became an Honored Artist of the Russian Soviet Federated Socialist Republic in 1989.
Vladimir Lobanov
Vladimir Vladimirovich Lobanov was a Russian speed skater who competed for the Soviet Union in the 1980 Winter Olympics, in European and World all round championships between 1977 and 1979, and in Sprint World Championships 1981 and 1982.
Vladimir Kovalyonok
Vladimir Vasiliyevich Kovalyonok is a retired Soviet cosmonaut.
Vladimír Mečiar
Vladimír Mečiar is a Slovak politician who served as Prime Minister of Slovakia three times, from 1990 to 1991, from 1992 to 1994 and from 1994 to 1998. He was the leader of the People's Party - Movement for a Democratic Slovakia (ĽS-HZDS). Mečiar led Slovakia during the dissolution of Czechoslovakia in 1992–93 and was one of the leading presidential candidates in Slovakia in 1999 and 2004. He has been criticized by his opponents as well as by Western political organisations for having an autocratic style of administration and for his connections to organized crime and his years in government became infamously known as Mečiarizmus.
Vladimir Duda
Vladimir Zakharov
Vladimir Evgen'evich Zakharov is a Soviet and Russian mathematician and physicist. He is currently Regents' Professor of mathematics at The University of Arizona, director of the Mathematical Physics Sector at the Lebedev Physical Institute, and is on the committee of the Stefanos Pnevmatikos International Award. Zakharov's research interests cover physical aspects of nonlinear wave theory in plasmas, hydrodynamics, oceanology, geophysics, solid state physics, optics, and general relativity.
Vladimir Gribov
Vladimir Naumovich Gribov was a prominent Russian theoretical physicist, who worked on high-energy physics, quantum field theory and the Regge theory of the strong interactions.
Vladimir Turaev
Vladimir Georgievich Turaev is a Russian mathematician, specializing in topology.