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ძებნის განულება

დ. გორგიძე, N. Khomasuridze, Z. Siradze . Matehmatical Simulation jf Capillary Blood Flow Disorders. Georgian International Journal jf Science and Technology,New Yiork, . 2010წ. Vol.2,Issue#1.

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.