მოკლე ინფორმაცია

განათლება:
1995 - დოქტორი, საქართველოს მეცნიერებათა აკადემიის რაზმაძის სახელობის მათემატიკის ინსტიტუტი
1974 - დოქტორთან გათანაბრებული, ფიზიკა მათემატიკის მეცნიერებათა კანდიდატი, ივ. ჯავახიშვილის თბილისის სახელმწიფო უნივერსიტეტი
1967-1969 - ივ. ჯავახიშვილის თბილისის სახელმწიფო უნივერსიტეტის ასპირანტი
1966 - დიპლომირებული სპეციალისტი მათემატიკაში, ივ. ჯავახიშვილის თბილისის სახელმწიფო უნივერსიტეტი, მექანიკა-მათემატიკის ფაკულტეტი
1961-1966 - ივ. ჯავახიშვილის თბილისის სახელმწიფო უნივერსიტეტი, მექანიკა-მათემატიკის ფაკულტეტი

სამუშაო გამოცდილება:
2006- დღემდე ივ. ჯავახიშვილის თბილისის სახელმწიფო უნივერსიტეტი, ზუსტ და საბუნებისმეტყველო მეცნიერებათა ფაკულტეტის დეპარტამენტი, ასოცირებული პროფესორი
თსუ, ი. ვეკუას სახელობის გამოყენებითი მათემატიკის ინსტიტუტის უფროსი მეცნიერ თანამშრომელი
1995 – 2006 საქართველოს მეცნიერებათა აკადემიის ა. რაზმაძის სახელობის მათემატიკის ინსტიტუტის წამყვანი მეცნიერი თანამშრომელი
1990 – 1995 თსუ, ი. ვეკუას სახელობის გამოყენებითი მათემატიკის ინსტიტუტის დიფერენციალური განტოლებების განყოფილების გამგე
1983 – 1990 თსუ, ი. ვეკუას სახელობის გამოყენებითი მათემატიკის ინსტიტუტის წამყვანი მეცნიერ თანამშრომელი

1970 – 1983 თსუ, ი. ვეკუას სახელობის გამოყენებითი მათემატიკის ინსტიტუტის უმცროსი მეცნიერ თანამშრომელი

დამატებითი ინფორმაცია
არის 135-ზე მეტი ნაშრომის ავტორი, მათ შორის 3 მონოგრაფიაა. 3 დისერტაციის ხელმძღვანელი. მისი ხელმძღვანელობით მომზადებულია მრავალი სამაგისტრო და საბაკალავრო ნაშრომი, სტუდენტური პროექტი.
საზღვარგარეთ მიწვეული სამეცნიერო მუშაობა:
2001-2202, საბერძნეთი, იანინას უნივერსიტეტი, გაკეთდა მოხსენებები და მომზადდა სამი სამეცნიერო შრომა პროფესორ ი. სტავროულაკისთან და მ. გრამატიკოპულოსთან ერთად;
2006, იზრაელი, სამარის უნვერსიტეტი, გაკეთდა მოხსენებები და მომზადდა სამი სამეცნიერო შრომა პროფესორ ა. დომოშნიცკისთან ერთად.
სამეცნიერო გრანტები:
2001, Research Grant of the Greek Ministry of Development in the framework of BilateralS&T Cooperation between the Hellenic Republic and the Republic of Georgia –
University of Ioannina, Department of Mathematics, Ioannina, Greece, Asymptotic behaviour of solutions of two-dimensional linear differential systems with deviating
arguments.
2000-2005, Research Grants of the Georgian Academy of Sciences # 1.6.97 # 1.6.00 ; # 1.6.02 ;
# 1.6.04. Boundary value problems and asymptotic behavior of solutions of differential equations.
2011-2012, Research Grants of the Shota Rustaveli Georgian National Science Foundation.
Grant No. GNSF/ST09-81-3-101. On asymptotic behavior of solutions of almost linear and essentially nonlinear functional-differential equations.
2013-2014, Research Grants of the Shota Rustaveli Georgian National Science Foundation.
Grant No 31/09. On asymptotic behavior of solutions of functional differential and discrete equations.
სასწავლო კურსები ჩვეულებრივი დიფერენციალური განტოლებები; დიფერენციალური განტოლებების რჩეული საკითხები; ფუნქციონალურ-დიფერენციალური განტოლებები
ჯილდოები: მიიღო თსუ ი. ჯავახიშვილის სახელობის მედალი 2022

პროექტები

• ფუნქციონალურ დიფერენციალურ და დისკრეტულ განტოლებათა ამონახსნების ასიმპტოტური ყოფაქცევის შესახებ (No 31/09), 2013-2014.
• თითქმის წრფივი და არსებითად არაწრფივი ფუნქციონალურ დიფერენციალურ განტოლებათა ამონახსნების ასიმპტოტური ყოფაქცევის შესახებ (GNSF/ST09-81-3-101.), 2011-2012.

მოხსენებები

• ON THE OSCILATORY PROPERTIES OF THE SECOND ORDER EMDENFOWLER TYPE DIFFRENCE EQUATIONS WITH DEVIATING ARGUMENT, by Roman Koplatadze (Speaker) at XXXVII International Enlarged Sessions of the Seminar of Ilia Vekua Institute of Applied Mathematics, 2023, Tbilisi, Georgia.
• On asymptotic behavior of solutions of higher order Emden-Fowler type difference equations, by Roman Koplatadze (Speaker) at The Fourth International Conference „Modern Problems in Applied Mathematics“ (MPAM2023), 2023, Tbilisi, Georgia.
• On Asymptotic Behavior of Solutions of Higher Order Emden-Fowler Type Difference Equations with Deviating Argument, by Roman Koplatadze (Speaker) at The Fourth International Conference "MODERN PROBLEMS IN APPLIED MATHEMATICS", 2023, Tbilisi, Georgia.
• ON THE OSCILATORY PROPERTIES OF THE SECOND ORDER EMDENFOWLER TYPE DIFFRENCE EQUATIONS WITH DEVIATING ARGUMENT, by Roman Koplatadze (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.
• On Oscillatory Properties of Solutions of First Order Difference Equations with Several Delay Arguments , by Roman Koplatadze (Speaker) at 6th Ariel Conference on Functional Differential Equations and Applications , 2017, Ariel, Israeli.
• Almost Linear Differential Equations , by Roman Koplatadze (Speaker) at 8th Israeli-Czech Workshop on Functional Differential Equations, 2017, Ariel, Israeli.
• Oscillation criteria for higher order functional differential equation , by Roman Koplatadze (Speaker) at XXX Enlarged Sessions of the Seminar of I. Vekua Institute of Applied Mathematics , 2016, Tbilisi, Georgia.
• The Specific Properties of Solutions of the First order Differential and difference Equations with Several Delay Arguments, by Roman Koplatadze (Speaker) at Second Tbilisi-Salerno Workshop on Modeling in Mathematics (Tbilisi, Georgia, 2015), 2015, Tbilisi, Georgia.
• On Oscillatory Properties of Solutions of Functional Differential Equations , by Roman Koplatadze (Speaker) at International Conference of Differential & Difference Equation and Applications, 2012, Ponta Delgada, Portugal.
• Oscillation criteria for higher order nonlinear Functional differential equations , by Roman Koplatadze (Speaker) at International Conference: Continuum Mechanics and Related Problems of Analysis , 2011, Tbilisi, Georgia.
• Oscillatory Properties of Solutions of Generalized Emden-Fowler Equations, by Roman Koplatadze (Speaker) at International Conference of Differential & Difference Equation and Applications (Ponta Delgada, Portugal, 2011), 2011, Ponta Delgada, Portugal.
• On asymptotic behaviour of solution of nonlinear functional differential equation, by Roman Koplatadze (Speaker) at The 6th International Conference: Dynamical Systems and Applications-2010 (Antalya, Turkey, 2010), 2010, Antalya, Turkey.
• ESSENTIALLY NONLINEAR GENERALIZED DIFFERENTIAL EQUATION OF EMDEN-FOWLER TYPE WITH DELAY ARGUMENT, by Roman Koplatadze (Speaker) at XXIII Enlarged Sessions of the Seminar of I. Vekua Institute of Applied Mathematics , 2009, Tbilisi, Georgia.
• Necessary conditions for existence of positive solutions of second order linear differential equation, by Roman Koplatadze (Speaker) at International Conference on Modern Problems in Applied Mathematics. Dedicated to the 90-th anniversary of Iv. Javakhishvili Tbilisi State University (TSU) and 40-th anniversary of I. Vekua Institute o, 2008, Tbilisi, Georgia.
• Generalized equation of Emden-Fowler type , by Roman Koplatadze (Speaker) at XXII Enlarged Sessions of the Seminar of I. Vekua Institute of Applied Mathematics , 2008, Tbilisi, Georgia.
• On a singular boundary value problem form the integro-differential equations., by Roman Koplatadze (Speaker) at International Conference on Modern Problems in Applied Mathematics. Dedicated to the 90-th anniversary of Iv. Javakhishvili Tbilisi State University (TSU) and 40-th anniversary of I. Vekua Institute o, 2008, Tbilisi, Georgia. (სტენდური)
• Quasi-linear functional differential equations with Property A , by Roman Koplatadze (Speaker) at Sixth International ISAAC Congress, 2007, Ankara, Turky.
• On oscillatory properties of solutions of generalized Emden- Fowler type differential equations, by Roman Koplatadze (Speaker) at ISAAC Conference on Complex Analysis, Partial Differential Equations, and Mechanics of Continua Dedicated to the Centenary of I. Vekua, 2007, Tbilisi, Georgia.
• Generalized Emden-Fowler type nonlinear ordinary differential equations with Property A, by Roman Koplatadze (Speaker) at Fourth International Conference on Differential and Functional Differential Equations (Moscow, 2005), 2005, Moscow, Russia.
• , by Roman Koplatadze (Speaker) at International Symposium in Differential Equations and Mathematical Physics , 2003, Tbilisi, Georgia.
• Comparison Theorems for Deviated Difference Equations., by Roman Koplatadze (Speaker) at XVI Enlarged Sessions of the Seminar of I. Vekua Institute of Applied Mathematics , 2002, Tbilisi, Georgia.
• Oscillatory properties of solutions of two- dimensional linear differential systems with deviated arguments, by Roman Koplatadze (Speaker), Nino Partsvania at XIV Enlarged Sessions of the Seminar of I. Vekua Institute of Applied Mathematics , 2000, Tbilisi, Georgia.

პუბლიკაციები

• Roman Koplatadze, Oscillation Criteria for Higher Order Emden-Fowler Type Difference Equations with Delay Argument, I. Vekua Inst. Appl. Math., Rep. 49, Tbilisi State University Press, 2023.
• Roman Koplatadze, Oscillation criteria for higher order linear differential equations, Proceedings in Mathematics and Statistics V. 379, 206-212., Springer, Singapore, 2021.
• Roman Koplatadze, Natia Khachidze, Asymptotic behavior of solutions of n-th order Emden-Fowler difference equations with advanced argument, Journal of Contemporary Mathematical Analysis of Sciences 56, 4, 58-72 , 522, Springer, 2021.
• Roman Koplatadze, Alexander Domoshnitsky, Leonid Berezansky, Oscillation, nonoscillation, stability and asymptotic properties for second and higher order functional differential equations, pages - p. 614, Taylor and Francis Group, 2020.
• Roman Koplatadze, Oscillation criteria for higher order linear differential equations, Springer Proceedings in Mathematics and Statistics V. 379 (2019), 207-212., Springer, Singapore, 2019.
• Roman Koplatadze, Alexander Domoshnitsky, On higher order generalized Emden-Fowler differential equation with delay argument, Journal of Mathematical Sciences, Vol. 220, No. 4, 461-482, Springer Science Business Media New York, 2017.
• Roman Koplatadze, Almost linear functional differential equations with properties A and B, Translations of. Razmadze Math. Inst. 170 , no. 2, 215—242., Elsevier, 2016.
• Roman Koplatadze, Specific properties of solutions of first order differential equations with several delay arguments, J. Contemporary Math. Anal. 50, No. 5, 229- 2357., Elsevier, 2015.
• Roman Koplatadze, Oscillation criteria for differential equations with several retarded arguments, Funkcialaj Ekvacioj 58, No. 3, 347-364., Elsevier, 2015.
• Roman Koplatadze, Oscillation criteria for differential and discrete equations with several delays, Bulletin of TICMI, 18, 10-17, Ivane Javakhishvili Tbilisi State University Press, 2014.
• Roman Koplatadze, Alexander Domoshnitsky, On asymptotic behavior of solutions of generalized Emden-Fowler differential equations with delay argument, Abstract and Applied Analysis, Art. ID 168425, 13 pp., Elsevier, 2014.
• Roman Koplatadze, Oscillation criteria for higher order nonlinear functional differential equations with advanced argument, J Math Sci  197, 45–65, Elsevier, 2014.
• Roman Koplatadze, Oscillation criteria for first order linear difference equations with several delay arguments, Nonlinear Oscillations 17, No. 2, 248-267., Elsevier, 2013.
• Roman Koplatadze, S. Pinelas, On oscillation of solutions of second order nonlinear difference equations, -Nelīnīĭnī Koliv. 15, no. 2, 194--204, Springer, 2012.
• Roman Koplatadze, Alexander Domoshnitsky, On a boundary value problem for integro-differential equations on the halfline, Nonlinear Anal. 72, No. 2, 836—846, Elsevier, 2010.
• Roman Koplatadze, On asymptotic behavior of solutions of n-th order Emden-Fowler differential equations with advanced argument, Czechoslovak Math. J. 60(135), no. 3, 817—833, Elsevier, 2010.
• Roman Koplatadze, G. Kvinikadze, Necessary conditions for existence of positive solutions of second order linear difference equations and sufficient conditions for oscillation of solutions, Nonlinear oscillations, Springer, 2009.
• Roman Koplatadze, Oscillation criteria for higher order “almost linear” functional differential equation On asymptotic behavior of solutions of almost linear and essentially nonlinear differential equations, Differ. Equ. 16, No. 3, 387—434, Ariel University Center of Samaria, 2009.
• Roman Koplatadze, G. Kvinikadze, Necessary conditions for existence of positive solutions of second order linear difference equations and sufficient conditions for oscillation of solutions., Translated from  Nelīnīĭnī Koliv. 12, no. 2, 180—194, Nonlinear Oscil. (N. Y.) 12, no. 2, 184—198, Springer, 2009.
• Roman Koplatadze, G. Kvinikadze, Necessary conditions for existence of positive solutions of second order linear difference equations and sufficient conditions for oscillation of solutions., J. Nelīnīĭnī Koliv. 12, No. 2, 180—194, Springer, 2009.
• Roman Koplatadze, Optimal oscillation criteria for first order difference equation with delay argument, Pacific J. Mathematics. 235 (2008), No. 1, 15- 33, Elsevier, 2008.
• Roman Koplatadze, I. P. Stavroulakis, G. E. Chatzarakis , Optimal oscillation criteria for first order difference equations with delay argument, Pacific Journal of Mathematics 235, No. 1, 15-33, Elsevier, 2008.
• Roman Koplatadze, Alexander Domoshnitsky, On the Kneser type solutions for two-dimensional linear differential systems with deviating arguments, J. Inequal.  Appl. 330, pp. 22, Springer, 2007.
• Roman Koplatadze, Nonlinear functional differential equations with Properties A and B, J. Math. Anal.  Appl. 306, 136-160, Elsevier, 2005.
• Roman Koplatadze, On higher order functional differential equations with Property A, Georgian Math. J. 11, No. 2, 307-336, De Gruyter, 2004.
• Roman Koplatadze, On the oscillation of solutions of first order differential equations with retarded arguments, Georgian Math. J. 10 (2003), No. 1, 63-76, De Gruyter, 2003.
• Roman Koplatadze, M. K. Grammatikopoulos, G. Kvinikadze, Linear functional differential equations with Property A., J. Math. Anal. Appl. 284 , No. 1, 294-314, Elsevier, 2003.
• Roman Koplatadze, Oscillation of second order linear difference equations with deviating arguments, Math. Sci. Appl. 12 (2002), No. 1, 217-226, Department of Mathematical and Physical Sciences Japan Women's University Mejirodai 2-8-1, Bunkyo-ku, 2002.
• Roman Koplatadze, Comparison theorems for differential equations with several deviations. The case of property B., Mem. Differential Equations Math. Phys. 26, 139-148, Elsevier, 2002.
• Roman Koplatadze, Oscillation of linear difference equations with deviating arguments, Computers and Mathematics with Appl. 42 , 477-486., Elsevier Science LtD, 2001.
• Roman Koplatadze, Property A of high order linear differential equations with several deviations, Mem. Differential Equations Math. Phys. 24 , 125-135, Tbilisi University Press, 2001.
• Roman Koplatadze, Comparison theorems for differential equations with several deviations. The case of property A, Mem. Differential Equations Math. Phys. 24, 115-124, Tbilisi University Press, 2001.