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ძებნის განულება

D. Natroshvili, A. Gachechiladze, R. Gachechiladze . Boundary contact problems with friction of dynamics for hemitropic elastic solids. Proc. A. Razmadze Math. Inst. 2011წ. 155, 113-116.

L. Giorgashvili, K.Skhvitaridze. Boundary problems of viscous incompressible fluid bounded by sphere surfaces.. Modern problems of computer modeling, Moscow, MSU, Collection of articles of computational mathematics and cybernetics faculty, . 2002წ. , pp. 29-38 .

S. Kharibegashvili, O. Jokhadze. Boundary value problem for a wave equation with power nonlinearity in the angular domains . Proc. A. Razmadze Math. Inst. . 2014წ. No. 164, 116-120..

V. Paatashvili, G. Khuskivadze, V. Kokilashvili. Boundary value problems for analytic and harmonic functions in domains with non-smooth boundaries. Applications to conformal mappings . Mem. Differential Equations Math. Phys.. 1998წ. 14 (1998), 1-195.

G. Sadunishvili, L. Giorgashvili, A. Jaghmaidze, G. Karseladze. Boundary value problems of stationary oscilation of thermoelasticity of microstretch materials with microtemperatures. Georgian Mathematical Journal. 2015წ. 22, 57-70.

A. Jaghmaidze, L. Giorgashvili, A.Jaghmaidze, G.Sadunishvili. Boundary value problems of stationary oscillation of the thermoelastisity of microstretch materials with microtempratures . Jeorgian Matematical Jourmal Tbilisi. 2013წ. .

D. Natroshvili, R.Duduchava, E.Shargorodsky. Boundary value problems of the mathematical theory of cracks. Tr. In-ta Prikl. Mat. Tbilisi. Univ. 1990წ. 39, 68-84.

A. Jaghmaidze. Boundary- contact problems of dynamics for mixtures of two isotropic bodies . APPllied mathematics informatics and mechanics. Rol.12.№ 1. 2007წ. 62-74 p.

D. Natroshvili. Boundary-contact problems of the steady state oscillation theory for piecewise homogeneous elastic medium. Proceedings of I.Vekua Inst. of Applied Mathematics, Tbilisi State University. 1992წ. 46, 134-146.

G. Karseladze, L. Giorgashvili. Boundary-contact problems for domains bounded by ellipsoid of rotation. Reports of Enlarged Session Seminar I. Vekua Inst. Appl. Math. 2001წ. Vol.16, No. 2, 46-49.

R. Gachechiladze, A. Gachechiladze and D. Natroshvili). Boundary-contact problems for elastic hemitropic bodies. Mem. Differential Equations Math. Phys. 2009წ. 48 , 75-96.

R. Wuladze, A. Jaghmaidze. Boundary-contact problems of statics of Linear Theory Elasticity mixtures . AMIM.. 2016წ. .

A. Jaghmaidze, R. Tsuladze. Boundary-CONTACT Problems of Statics of linear Theory Elasticity mixtures . AMIM. 2016წ. .

Л. Гиоргашвили. Boundary-contact static problems of the moment theory of elasticity for piecewise- homogeneous isotropic solids. Summary of report of seminar IAM of GSU. 1973წ. N7, pp.33-44.

D. Natroshvili. Boundary-contact value problems of the non-symmetric theory of elasticity . Tr. In-ta Prikl. Mat. Tbilis. Univ.. 1983წ. 12, 69-90..

A. Meskhi. Boundedness and compactness criteria for the generalized Riemann-Liouville operator. Proceedings of A. Razmadze Mathematical Institute. 1999წ. Vol. 121, pp. 161-162.

A. Meskhi, D. E. Edmunds, V. Kokilashvili. Boundedness and compactness of Hardy-type operators in Banach function spaces. . Proceedings of A. Razmadze Mathematical Institute. 1998წ. Vol. 117, pp. 7-30.

ა. მესხი. Boundedness and compactness weighted criteria for Riemann-Liouville and one-sided maximal operators. . Proceedings of A. Razmadze Mathematical Institute. 1998წ. Vol. 117, pp. 126-128..

Ts. Tsanava, L. Kokilashvili. Boundedness of Multiple Conjugate Functions and Strong Maximal Functions in Weighted Grand $L^{p)}$ Spaces. Proceedings A. Razmadze Mathematical Institute. 2010წ. 152, 141-143.

ზ. ჯალიაშვილი, თ. მედოიძე, ზ. მელიქიშვილი, G. Tsintsadze, M.F.Reid. Branching Ratios and Radiative Lifetimes for 3P2, 3P1, 3P0 and 1I6 Manifolds of Tm3 in YLiF4 Crystal. Bulletin of the Georgian Academy of Sciences. 2003წ. vol. 167, №3 (2003), pp.437-441..