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  1. Igor Petrovich Vladimirov ( Russian: И́горь Петро́вич Влади́миров; 1 January 1919, Yekaterinoslav – 20 March 1999, Saint Petersburg) was a Soviet film and theater actor, theater and film director, and teacher. People's Artist of the USSR (1978). From 1960 until his death in 1999 he was the Principal ...

  2. Hace 1 día · Senior Research Fellow. ANU College of Engineering, Computing and Cybernetics. E: Igor.Vladimirov@anu.edu.au. Flag this profile. Jump to: Biography | Publications | Related websites. Areas of expertise. Calculus Of Variations, Systems Theory And Control Theory. Stochastic Analysis And Modelling.

  3. Dr Igor Vladimirov. Fellow / Senior Research Associate. Ph.D. (1992, Phys. & Maths), M.Sc. (1989, Applied Maths & Control), MIPT. Ian Ross Building (31), R231. Igor.Vladimirov@anu.edu.au. » read more about Dr Igor Vladimirov. Bio. Research interests. Publications. Courses.

  4. Igor Vladimirov. Senior Research Fellow. Location. Brian Anderson Building (115), Level 3. Email. igor.vladimirov@anu.edu.au. Clusters. Mechatronics. Website. http://www.mathnet.ru/php/person.phtml?option_lang=eng&personid=62110. Publications. ORCiD. Google Scholar. Social. LinkedIn. Interests.

  5. 7 de nov. de 2023 · Igor Vladimirov via Scopus - Elsevier Surface perturbations generated by a stratified flow of finite depth over obstacles. Oceanology 2012 | Journal article DOI: 10.1134/S000143701206015X EID: 2-s2.0-84871297225. Part of ISSN: 00014370 Contributors ...

  6. Igor Volovich. Steklov Mathematical Institute. Verified email at mi.ras.ru. mathematical physics. Articles Cited by Public access Co-authors. Title. ... VS Vladimirov, IV Volovich. Theoretical and Mathematical Physics 60 (2), 743-765, 1984. 111: 1984: The system can't perform the operation now. Try again later.

  7. 26 de oct. de 2023 · Quantum Physics. [Submitted on 26 Oct 2023] Decoherence time in quantum harmonic oscillators as quantum memory systems. Igor G. Vladimirov, Ian R. Petersen. This paper is concerned with open quantum harmonic oscillators (OQHOs) described by linear quantum stochastic differential equations.