Dursun Baladze

Date of birth: February 14, 1930

Professor
Correspondent Member of Georgian Academy of Sciences
Works in the field of the algebraic topology.

In 1964 defended a thesis on the topic of "Homology and cohomology groups over the pair of coefficient groups",and became a candidate of the physics-mathematics science;
In 1971 defended a doctorant thesisis on the topic of "Generalized Stenrod homology groups",and became the doctor of physics-mathematics science.
The sphere of the scientific activity - the algebraic topology.

Professor Baladze works at the Batumi Shota Rustaveli State University as the hand of the mathematics chair
Professor Baladze is a member of the doctorant thesis defence specialized council of the Tbilisi Ivane Javakhishvili State University.

Address:

List of Scientific Papers:

• Homology and cohomology groups over the pair of coefficient groups, Doki, AN SSSR, 131, N6, 1960.
• An axiomatic characterization of homology and cohomology groups over the pair of coefficient groups.Bull. of the Georgian Acad.of Sciences, 28, N5, 1962.
• Some duality and invariants theorems for homology and cohomology groups over the pair of coefficient groups,Proceedings of Tbilisi Mathematic Ins- titute, vol. 29, 1963.
• The K-groups of homology and cohomology,Bull. of the Georgian Acad. of sciences. XLV, N1, 1967.
• Homology and cohomology groups over the pair of copresheaves and pres- heaves,respectively, Bull. of Georgian Ac. of Sciences, XVL, 1967
• K-groups of homology, Bull. of Georgian Ac. of Sciences, L N1, 1968.
• K-groups of homology, Bull. of Georgian Ac. of Sciences, 52 N2, 1968.
• Generalized Stenrod homology groups, Doki. Ac. of sci.SSSr, 186, N5, 1969.
• K-homology groups as generalized Stenrod groups, Doki. Akad. Nauk SSSR, 187, N3, 1969.
• Duality theorem for the homology and cohomology K-groups, Doki. AN SSSR, 189, N1 1969.
• K-groups of homology and over pairs of copresheaves and presheaves, respectively, Bull. of Georgian Ac. f sci., 55, N2, 1969.
• K-groups of homology and cohomology from the viewpoint of homological algebra, Bull. of Georgian Ac. of Sci., 63, N1, 1971.
• Local-groups of homology and cohomology over the pair of coefficient groups Bull. of Georgian Ac. of sci., 67. N2. 1972.
• Canonical homology and cohomology groups over the pair of coefficient groups, Bull. of Georgian Ac.of Sci., 68, N1, 1972.
• Local K-groups of homology and cohomology over the pair of coeffici- ent groups, Bull. of Georgian Ac. Sci., 69, N2, 1973.
• Generalized Stenrod homology groups, Proceedings of Tbilisi Mathematic Institute, XLI, 1972.
• Canonical homology and cohomology groups over the pair of coperesheaves and presheaves, respectively, Bull.of Georgian Ac. of sci.,80, N3,1975.
• 18. Duality theorem for the homology and cohomology K-groups, Tbilisi, Mathematic Institute, IX, 1978.
• Parametric canonical homology and cohomology groups over pairs of cope resheaves qand preasheaves, respectively, Proseedings of Steklov Mathematic Institute, 154, 1983.
• Pesearch fin the homology theory (exstraordinarg theories), "Ganatleba", Tbilisi, 1984.
• Canonical torsional homology and cohomology groups over pairs of copre sheaves and Presheaves, respectively, Batumi STATE university, Works I, Batumi 1995.

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