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ძებნის განულება

ნ. მღებრიშვილი, მ. მოისწრაფიშვილი. Mathematical Justification of the New Method of Determination of Wheel Pair’s and Rail’s Damage . Proceedings of RTDF 2009 ASME Rail Transportation Division Fall Technical Conference, Worthington, TX, USA. 2009წ. RTDF 2009-18007.

D. Natroshvili. Mathematical problems of the anisotropic elasticity for piecewise homogeneous bodies. In: Jentsch, Troiltzsch (eds.), Problems and Methods in Mathematical Physics, Teubner-Texte Zur Mathematik, Stuttgart-Leipzig. 1994წ. Band 134, 100-110.

მ. მოისწრაფიშვილი, N. Mgebrishvili, G. Sharashenidze, S. Sharashenidze, M. Dolidze. MATHEMATICAL JUSTIFICATION OF THE NEW METHOD OF DETERMINATION OF WHEEL PAIR’S AND RAIL‘S DAMAGE. International scientific journal ASME, Worthington. 2009წ. .

ნ. ცინცაძე, N.N. Begalishvili, T. Tsintsadze. Mathematical Modeling of oil Pollution Dessimination in River and Sea Water of the Western Georgia . Black Sea outlook. 2011წ. Page-22.

თ. დავითაშვილი, A.Khantadze, K. Tavartkiladze. Mathematical Modeling of Some Peculiar Properties of Regional Climate Change. Journal "Applied Mathematics Informatics and Mechanics",. 2008წ. Volume 13, No2, pp.45-61.

თ. დავითაშვილი, Sichinava J.. Mathematical Modeling of Tbilisi Air Pollution. Reports of Enlarged Sessions of the Seminar of VIAM. 2002წ. Vol.17, N3, p.p. 38-43.

თ. დავითაშვილი, Samkharadze I.. Mathematical Modeling of the Mountain-Pass Microcirculation Processes Taking Into account orographic Factors. Transactions of the Institute of Hydrometeorology . 2010წ. Vol.115, p.p. 133-139.

თ. დავითაშვილი. Mathematical Modeling Pollution From Heavy Traffic in Tbilisi Streets. WSEAS Transactions on Environment and Development, WSEAS Transactions on Environmenta and Development. 2009წ. .

D. Natroshvili, T.Buchukuri, O.Chkadua. Mathematical modelling and analysis of interaction problems for piezoelectric composites. Rendiconti Academia Nazionale delle Scienze detta dei XL, Memorie di Matematica e Applicazioni. 2006წ. 124, Vol. XXX, fasc. 1, 159-190..

თ. დავითაშვილი. Mathematical Modelling of Problems of Control Theory, Elastisity Theory, Hydrothermodynamics, and Statistics Connected With the Terrorist Attacs and Defence Against Terrorism. Proceedings of NATO Modelling and Simmulation Group Conference (G-027). 2004წ. Koblenz, Germany, pp. 45-61.

თ. დავითაშვილი, I.Samkharadze. Mathematical Modelling of the hydro-dynamical flows in a narrow canals with compound bottom. Journal “Ecology and Appliances” Moscow, Russia. 2007წ. , No.5, pp. 60-66,.

A. Ediberidze. Mathematical Models for Control of Resource-Distribution Used in Drilling. "Mathematical Geology", Washington, USA. 1992წ. Vol.24, N6, pp.719-729.

I. Gorjoladze, n. gorjoladze. Mathematical models method of determination of analithical form of two-variable function given by the table (on the example of lg(x+y) function).. Information Technologies and Management. 2008წ. ISSN 1829-071x, pp. 17-22, Yerevan.

K. Kachiashvili, Gordeziani D.G. and Melikdzhanian D.I. . Mathematical models of dissemination of pollutants with allowance for of many sources of effect. Proceeding of the Urban Drainage Modeling Symposium, May, 20-24, Orlando, Florida. 2001წ. 692-702.

G. Kirmelashvili, Macharadze L. Mathematical Models to define hydrodinamic parameters of pressure hydrotransport system transporting multiphase hydroadirmixtures. Publisher: A.Dzidziguri Georgian mining sovieti, Mining Journal N 1(6), Tbilisi, (სამეცნიერო, საინჟინრო, ანალიზური ჟურნალი). 2001წ. c. 28-30.

D. Natroshvili, T.Buchukuri, O.Chkadua. Mathematical problems for piezoelectric-metallic composites: Existence and stress singularity analysis. Proceedings of WAVES 2007 (the 8- th International Conference on Mathematical and Numerical Aspects of waves , 23-27 July, 2007, Reading, UK),. 2007წ. 324-326.

დ. ნატროშვილი, null. Mathematical problems in thermoelastostatics of hemitropic solids. Encyclopedia of Thermal Stresses (R. B. Hetnarski, ed.), Volume 6, pp. 2907-2918, Springer, Dordrecht, Heidelberg, New York, London, 2014. 2014წ. DOI 10.1007/978-94-007-2739-7..

D. Natroshvili. Mathematical problems in thermoelastostatics of hemitropic solids. Encyclopedia of Thermal Stresses, Springer-Verlag.. 2012წ. Entry: 00789, 2/2 .

D. Natroshvili, T. Buchukuri, O. Chkadua. Mathematical Problems of Generalized Thermo-Electro-Magneto-Elasticity Theory. Memoirs on Differential Equations and Mathematical Physics. 2016წ. Volume 68 (2016), 1–165.

D. Natroshvili, I.Stratis. Mathematical problems of the theory of elasticity of chiral materials for Lipschitz domains. Mathematical Methods in the Applied Sciences. 2006წ. 29, Issue 4, 445-478.