NAME, LAST NAME :Vyacheslav Zahariuta
DATE AND PLACE OF BIRTH: May 12, 1937, Donetsk region, USSR
NATIONALITY : Russian Federation
Function Theory and Functional Analysis, Rostov State University, Rostov-na-Donu, USSR, affirmed by Higher Education Council of USSR, Moscow, 1988
Mathematical Analysis, Novosibirsk, Institute of Mathematics, Siberian Branch of AN USSR, 1985, affirmed by Higher Education Council of USSR, Moscow, 1986
Function Theory, Rostov State University, Rostov-na-Donu, USSR, affirmed by Higher Education Council of USSR, Moscow, 1967
Mathematical Analysis, Rostov State University, Rostov-na-Donu, USSR, 1964, affirmed by Higher Education Council of USSR, Moscow, 1965
Rostov State University, Rostov-na-Donu, USSR, 1959
Head of Chair:
Function Theory and Functional Analysis, Rostov State University, Rostov-na-Donu (1978 – 2002);
Complex Analysis, Rostov State University, Rostov-na-Donu (1974 – 1977).
Sabanci University, Istanbul, Turkey, 2003 - …
Middle East Technical University, Ankara, Turkey, 2000 – 2002 and 1992 – 1993;
Rostov State University, Rostov-na-Donu, Russia - USSR, 1988 - 2001 ( on leave of absence beginning from August, 1992)
TUBITAK, Feza Gursey Institute, Istanbul, 1998- 1999
TUBITAK, Marmara Research Center, Gebze-Kocaeli, Turkey, 1993 –1997
Rostov State University, Rostov-na-Donu, USSR, 1966 - 1988
Rostov State University, Rostov-na-Donu, USSR, 1964 -1966
Rostov State University, Rostov-na-Donu, USSR, 1962 - 1964
Warszawa and Cracow University, Poland (April 1991 and May 2000);
International Banach Center, Complex Analysis Semester , Warszawa, Poland
Wuppertal University, Germany: Visiting Professor (February 1990, April 1990 – July1991),
DAAD- Scholarship (October 1991 – February 1992), Visiting Researcher (June 1992, August 1994,
September – October 1997, April – May 1998);
Paul Sabatie Univesity III, Toulouse, France: Visiting Researcher (May – June 1992, June – July 1993);
METU, Ankara, Turkey: Visiting Researcher (October 1991);
Lecce University, Italy: Visiting Researcher (October-November 1992)
Michigan University, Ann Arbor, USA: Visiting Researcher (October 1999).
AREA OF SPECIALIZATION
Functional Analysis and its applications: linear topological invariants and isomorphic classification of locally convex spaces; geometric structure of locally convex spaces, interpolational behaviours of spaces, bases of locally convex spaces; quasiequivalence property; bounded and compact operators; spaces of analytic, harmonic and infinitely diffrentiable functions; functional calculus on the algebra of linear continuous operators.
Complex Analysis: complex potential theory (theory of plurisubharmonic and maximal plurisubharmonic functions); separately analytic functions; approximation theory, transfinite diameter , Chebyshev constants, capacities and extremal plurisubharmonic functions.
Harmonic Analysis: interpolational properties of harmonic functions, LH-potential Theory and its applications (Bernstein-Walsh Theorems for harmonic functions, separate harmonicity, bounded approximation etc.)
SCHOLARSHIPS, AWARDS AND GRANTS:
MEMBERSHIP IN PROFESSIONAL ORGANIZATIONS
Chairman of Rostov Mathematical Society (1978 –1986)
CONTRIBUTIONS TO MATHEMATICAL COMMUNUTY
Linear Topological Spaces and Complex Analysis I,II, METU-TÜBÝTAK
Michigan J. Math., Studia Math., Ann. di Math. Pura ed Applicata, Turkish J. Math., Siberian J. Math.
Organizing (together with Prof. Terzioglu and Prof. Aytuna) three International Conferences in “Linear Topological Spaces & Complex Analysis” in Edirne (…)
Organizing (together with Prof. Terzioglu and Prof. Aytuna) the Summer Semester in “Complex Potential Theory” (Feza Gursey Institute, Istanbul, June – August 1999)
8 Ph. D. at Rostov State University
Calculus, Real Analysis, Complex Analysis, Functional Analysis
Linear Topological Spaces (several courses), Several Complex Variables Analysis (several courses), Banach Algebras, Linear Topological Invariants, Bases in Locally Convex Spaces.
Spectral Theory, Measure Theory, Spaces of Analytic Functions, Special Chapters of Complex Analysis
CURRENT RESEARCH INTERESTS
The same as the area of specialisation