- Vladimir Miklyukov
-
Vladimir Michaelovich Miklyukov 
Miklyukov, 2007Residence Volgograd, Russia Nationality Russian 
Fields Mathematics Institutions Volgograd State University
Brigham Young University (Utah)Alma mater Donetsk National University Doctoral advisor Georgy Dmitrievich Suvorov[1] Known for founding Superslow Processes laboratory Notable awards Distinguished Scientist of Russian Federation[2] Vladimir Michaelovich Miklyukov (Russian: Миклюков, Владимир Михайлович, also spelled Miklioukov or Mikljukov) is a Russian educator in mathematics, and head of the Superslow Process workgroup based at Volgograd State University.[3]
Contents
Biography
In 1970, as a student of Georgy D. Suvorov at Donetsk National University, he defended his Ph.D. thesis Theory of Quasiconformal Mappings in Space.[1]
In 1981, Miklyukov and his family moved to Volgograd. He was transferred to the newly-built Volgograd State University where he became chairman of the Department of Mathematical Analysis and Theory of Functions.[4]
His scientific research focused on geometrical analysis. At the same time, he was studying zero mean curvature surfaces in Euclidean and pseudo-Euclidean spaces, nonlinear elliptic type partial differential equations and quasiregular mappings of Riemannian manifolds. The main results of that work were related to the following groups of questions:
- The external geometrical structure of zero mean curvature surfaces in Euclidean and pseudo-euclidean spaces; spacelike tubes and bands of zero mean curvature, their stability and instability with respect to small deformations, their life-time, branches, connections between branch points and Lorentz invariant characteristics of surfaces;
- Phragmén-Lindelöf type theorems for differential forms; Ahlfors type theorems for differential forms with finite or infinite number of different asymptotic tracts; generalizations of Wiman theorem of forms, applications to quasiregular mappings on manifolds; applications of isoperimetric methods to the Phragmén–Lindelöf principle for quasiregular mappings on manifolds.
From 1998-2000 Miklyukov was a visiting professor at Brigham Young University.[5]
In 2004, he concentrated on studying of the mathematical theory of superslow processes and differential forms in micro- and nanoflows, and founded the Laboratory of Superslow Processes.[citation needed]
In 2009, Miklyukov was named a Distinguished Scientist of Russian Federation.[2]
Publications
- Miklyukov, Vladimir (2008) (in Russian). Introduction to Nonsmooth Analysis (2 ed.). Volgograd: VolSU. ISBN 9785966904579. http://www.uchimsya.info/INA.pdf.
- Miklyukov, Vladimir; Klyachin, Vladimir A. (2004) (in Russian). Tubes and Bands in Space-Time. Anniversary series: The Scientists of the Volga. Volgograd: VolSU. ISBN 5855349713.
References
- ^ a b Vladimir Miklyukov at the Mathematics Genealogy Project.
- ^ a b "Presidential Decree No.160" (in Russian). 14 February 2009. http://www.szrf.ru/doc.phtml?op=1&nb=00_00&year=2009&div_id=5&iss_id=171&doc_id=20983.
- ^ Announcements of the workgroup "Superslow Processes"
- ^ "Faculty of Mathematics (Past And Present)..." (in Russian). Department of Mathematics and Computer Science, Volgograd State University. http://mf.volsu.ru/index.php?option=com_content&task=view&id=12&Itemid=28.
- ^ Miklyukov, Vladimir; Vuorinen, Matti (September 1999). "Hardy's Inequality for W0 1,p-Functions on Riemannian Manifolds". Proceedings of the American Mathematical Society (American Mathematical Society) 127 (9): 2745–2754. JSTOR 119576.
External links
- Official website of Milyukov (Russian)
Categories:- 1944 births
- Living people
- Mathematical analysts
- Mathematics educators
- 20th-century mathematicians
- Russian mathematicians
Wikimedia Foundation. 2010.
