მოკლე ინფორმაცია

განათლება

1966-1971 -თბილისის სახელმწიფო უნივერსიტეტის მექანიკა - მათემატიკის ფაკულტეტი.
ფიზიკა-მათემატიკის მეცნიერებათა დოქტორი

სამსახურებრივი გამოცდილება

1977-1984 - თბილისის სახელმწიფო უნივერსიტეტი ასისტენტი
1984-2003 - თბილისის სახელმწიფო უნივერსიტეტის დოცენტი
2003-2006 - თბილისის სახელმწიფო უნივერსიტეტის პროფესორი
1993-2006 - თბილისის სახელმწიფო უნივერსიტეტის თეორიული მექანიკის კათედრის გამგე
2007-2009 - კ.ზავრიევის სახ. სამშენებლო მექანიკისა და სეისმომედეგობის ინსტიტუტის მთავარი სპეციალისტი
2009 - 2024 - ი. ჯავახისვილის სახელობის თბილისის სახელმწიფო უნივერსიტეტის ი. ვეკუას სახელობის გამოყენებითი მატემატიკის ინსტიტუტის უფროსი მეცნიერ თანამშრომელი
2014-2024 - ი. ჯავახისვილის სახელობის თბილისის სახელმწიფო უნივერსიტეტის ა. რაზმაძის მათემატიკის ინსტიტუტის უფროსი მეცნიერ თანამშრომელი

პროექტები

• დამრეცი და არადამრეცი გარსების წრფივი და არაწრფივი თეორიის ზოგიერთი ამოცანა (FR /358/5-109/14), 2015-2018.

მოხსენებები

• On one problem of the plane theory of viscous elasticity for a doubly-connected domain bounded by a circle and a convex polygon, by Giorgi Kapanadze (Speaker) at XIV Annual International Meeting of the Georgian Mechanical Union, 2023, Poti, Georgia.
• On one problem of the plane theory of viscoelasticity for circular plate with a polygonal hole, by Giorgi Kapanadze (Speaker) at XXXVII International Enlarged Sessions of the Seminar of Ilia Vekua Institute of Applied Mathematics of Ivane Javakhisvili Tbilisi State University, 2023, Tbilisi, Georgia.
• The problem of finding an equal-strength contour in the case of a viscoelastic square plate, by Giorgi Kapanadze (Speaker) at XIII Annual International Meeting of the Georgian Mechanical Union, 2022, Batumi, Georgia.
• The problem of finding an equally strong contour for the viscoelastic rectangular region, by Giorgi Kapanadze (Speaker), Lida Gogolauri at XXXVI International Enlarged Sessions of the Seminar of Ilia Vekua Institute of Applied Mathematics of Ivane Javakhisvili Tbilisi State University, 2022, Tbilisi, Georgia.
• On one problem of the plane theory of viscoelasticity for a doubly-connected domain bounded by polygon, by Giorgi Kapanadze (Speaker) at XII Annual International Meeting of the Georgian Mechanical Union, 2021, Kutaisi, Georgia.
• The punch problem of the viscous half-plane with a friction, by Giorgi Kapanadze (Speaker) at XXXV International Enlarged Sessions of the Seminar of Ilia Vekua Institute of Applied Mathematics of Ivane Javakhisvili Tbilisi State University, 2021, Tbilisi, Georgia.
• The punch problem of the viscous half plane with a friction, by Lida Gogolauri (Speaker), Giorgi Kapanadze at XI Annual International Meeting of the Georgian Mechanical Union, Dedicated to 130 birthday anniversary of academician N. Muskhelishvili, 2020, Batumi, Georgia.
• The problems of a punch in the linear theory of visco-elasticity, by Giorgi Kapanadze (Speaker) at X Annual International Meeting of the Georgian Mechanical Union, 2019, Telavi, Georgia.
• A problem of determining equal strength contour in the case of axisymmetric stretching, by Giorgi Kapanadze (Speaker) at XXXIII International Enlarged Sessions of the Seminar of Ilia Vekua Institute of Applied Mathematics of Ivane Javakhisvili Tbilisi State University, 2019, Tbilisi, Georgia.
• About one problem of finding of an equally strong contou, by Giorgi Kapanadze (Speaker), Bakur Gulua at IX Annual International Meeting of the Georgian Mechanical Union, 2018, Kutaisi, Georgia.
• On one problem of the plane theory of elasticity for the region with a partially unknown boundary, by Giorgi Kapanadze (Speaker) at VIII International Joint Conference of the Georgian Mathematical Union & Georgian Mechanical Union Continuum Mechanics and Related Problems of Analysis, 2017, Tbilisi, Georgia.
• The Plane Problems of the Theory of Elasticity for a Doubly-Connected Domain Bounded by the Convex Polygons, by Giorgi Kapanadze (Speaker) at VII International Joint Conference of Georgian Mathematical Union & Georgian Mechanical Union Continuum Mechanics and Related Problems of Analysis, 2016, Batumi, Georgia.
• On one problem of the plane theory of elasticity for circular hole with a finite polygonal domain, by Giorgi Kapanadze (Speaker), Miranda Narmania at VI Annual meeting of the Georgian Mechanical Union, 2015, Tbilisi, Georgia.
• A Problem of Plane Elasticity for a Rectangular Domain with a rectilinear cut , by Giorgi Kapanadze (Speaker) at XXVIII International Enlarged Sessions of the Seminar of Ilia Vekua Institute of Applied Mathematics of Ivane Javakhisvili Tbilisi State University, 2014, Tbilisi, Georgia.
• The plane problem of the theory of elasticity for a polygonal domain with a rectilinear cut, by Giorgi Kapanadze (Speaker) at V Annual meeting of the Georgian Mechanical Union, 2014, Tbilisi, Georgia.

პუბლიკაციები

• Giorgi Kapanadze, Bakur Gulua, On a problem in the plane theory of viscoelasticity for a triangular plate with a circular hole, AMIM, Vol. 28, No. 1, 2023, Tbilisi State University, 2023.
• Giorgi Kapanadze, Lida Gogolauri, Bakur Gulua, Theproblem of finding an equal-strength contour in thecaseof aviscoelastic squareplate, AMIM, Vol. 27, No. 1, 90-98, Tbilisi State University, 2022.
• Giorgi Kapanadze, Lida Gogolauri, The problem of finding an equistrong contour for a viscoelastic rectangular domain, Transactions of A. Razmadze Mathematical Institute, 176 , no. 2, 273-279, Tbilisi State University, 2022.
• Giorgi Kapanadze, Bakur Gulua, On one problem of the plane theory of viscoelasticity for a doubly-connected domain bounded by polygons, Seminar of I. Vekua Institute of Applied Mathematics REPORTS, Vol. 47, 36-41, Tbilisi University Press, 2021.
• Giorgi Kapanadze, Bakur Gulua, The punch problems of the plane theory of viscoelasticity for the half plane, Transactions of A. Razmadze Mathematical Institute, 175 (3), 451-454, Razmadze Mathematical Institute, 2021.
• Giorgi Kapanadze, Lida Gogolauri, The punch problem of the plane theory of viscoelasticity with a friction, Transactions of A. Razmadze Mathematical Institute, 174 (3), 405-411, Razmadze Mathematical Institute, 2020.
• Giorgi Kapanadze, The problem of finding an equally strong contour for a rectangular plate weakened by a rectilinear, AMIM, 22 (1), 71-81, Tbilisi University Press, 2017.
• Giorgi Kapanadze, About one problem of the plane theory of elasticity with a partially unknown boundary, Seminar of I. Vekua Institute of Applied Mathematics REPORTS, Volume 43, 52-58, Tbilisi University Press, 2017.
• Giorgi Kapanadze, The problem of finding an equally strong contour for a rectangular plate weakened by a rectilinear cut, whose ends are cut out by convex smooth arcs, Proceedings of I. Vekua Institute of Applied Mathematics Volume 67, 69-75, Tbilisi University Press, 2017.
• Giorgi Kapanadze, Bakur Gulua, One problem of the bending of a plate for a curvilinear quadrangular domain with a rectilinear cut, Seminar of I. Vekua Institute of Applied Mathematics REPORTS Volume 42, 27-33, Tbilisi University Press, 2016.
• Giorgi Kapanadze, Bakur Gulua, About One Problem of Plane Elasticity for a Polygonal Domain with a Curvilinear Hole, AMIM, 21 (1), 121-129, Tbilisi University Press, 2016.
• Bakur Gulua, Giorgi Kapanadze, Some Boundary Value Problems for Plane Theory of Elasticity for Doubly-Connected Domain, AMIM, 21 (2), 38-45, Tbilisi University Press, 2016.
• Giorgi Kapanadze, Bakur Gulua, A Problem of Plane Elasticity for a Rectangular Domain with a Curvilinear Quadrangular Hole, AMIM, 20 (2), 24-33, Tbilisi University Press, 2015.
• Giorgi Kapanadze, A problem of the bending of a plate for a doubly connected domain with a partially unknown boundary, Journal of Applied Mathematics and Mechanics, 71, 30–39, Elsevier, 2007.
• Giorgi Kapanadze, Natalia Chinchaladze, On a one inverse problem of the bending of a plate with variable flexural-rigidity, Seminar of I. Vekua Institute of Applied Mathematics REPORTS, Volume 31, 22-26, Tbilisi University Press, 2005.
• Giorgi Kapanadze, Plate bending problem for a finite doubly connected domain with a partially unknown boundary, International Applied Mechanics, 39, 607–612, The Institute of Mathematics of the National Academy of Sciences of Ukraine, 2003.