FULL LIST OF PUBLICATIONS OF

Prof., Dr. David Natroshvili

 

I. Scientific works

 

 

  1. Explicit solutions to the basic boundary value problems of elastostatics for an isotropic ball. Tr. In-ta Prikl. Mat. Tbilis. Univ., 3, 1972, 127-140.
  2. Explicit solutions to the third and the fourth boundary value problems of elastostatics for a ball. Soobshch. Akad. Nauk Gruz. SSR. 63(3), 1972, 557-560.
  3. Some fundamental and mixed type boundary vale problems for a semi-ball. Annot. Dokl. Sem. In-ta Prikl. Mat. Tbilis. Univ., 8, 1973, 9-18.
  4. The basic contact problem for a sphere. Annot. Dokl. Sem. In-ta Prikl. Mat. Tbilis. Univ., 8, 1973, 19-22.
  5. Expllicit solutions to boundary and boundary-contact value problems of elastostatics. Candidate Thesis. Tbilisi University, 1973, 140pp.
  6. Expllicit solutions to the basic three-dimensional statical problems of thermoelasticity for concret domains. Konferenz. Molod. Uch. Aspirant.In-ta Prikl. Mat. Tbilis. Univ., 1974, 107-108.
  7. Expllicit solutions to the basic boundary value problems of the non-symmetric theory of elasticity for a half-space. Soobshch. Akad. Nauk Gruz. SSR, 76(1), 1974, 57-60.
  8. Analogies of Poisson and Diny formulas in the thermoelasticity for a sphere. Annot. Dokl. In-ta Prikl. Mat. Tbilis. Univ., 10, 1975, 55-58.
  9. Solutions to the basic boundary value problems of statics of the non-symmetric theory of elasticity for a ball. Annot. Dokl. In-ta Prikl. Mat. Tbilis. Univ., 10, 1975, 49-53 (A. Djagmaidze).
  10. On the uniqueness of solutions to the Cauchy problem in the non-symmetric theory of elasticity. Nekot. Zad. Teor. Uprug., Sbornik Tr., Tbilisi, 1975, 21-28 (M. Basheleishvili).
  11. General representation of a solution to the static equations of non-symmetric theory of elasticity and some applications. Nekot. Zad. Teor. Upr., Sbornik Tr., Tbilisi, 1975, 93-112 (A. Djagmaidze).
  12. Explicit solutions to the basic boundary value problems for the biharmonic equation in exterior to a circle and a ball by means of Green's functions. Tr. Tbilis. Univ.,
  13. 1976, 30-35.
  14. Solution to the Cauchy problem of the equations of the non-symmetric theory of elasticity. Annot. Dokl. Sem. In-ta Prikl. Mat. Tbilis. Univ., 11, 1976, 45-50.
  15. Existence theorems of solutions to the basic boundary value problems of elasticity for transversally isotropic bodies. Dokl. Akad. Nauk. SSSR, 231(1), 1976.53-57 (M. Basheleishvili).
  16. Solutions to the basic boundary value problems of statics of the non-symmetric theory of elasticity for a half-space by Fourier method. Annot. Dokl. Sem. In-ta Prikl. Mat. Tbilis. Univ., 11, 1976, 5-18.
  17. On the uniqueness theorem of solutions to the Cauchy problem in anisotropic elasticity. Soobshch. Akad. Nauk Gruz. SSR, 85(2), 1977, 321-324.
  18. Solution to the Cauchy problem in the anisotropic elasticity. Soobshch. Akad. Nauk Gruz. SSR, 85(1), 1977, 49-52.
  19. Some static and dynamic problems of the theory of elasticity for piecewise homogeneous bodies. The Third National Congress in Theoretical and Applied Mechanics, Varna 13-16 Sept., Proc. I, Sophia, 1977, 551-555 (A. Djagmaidze).
  20. General representation of solutions to the steady state oscillation equations of the non-symmetric theory of elasticity and applications in dynamic Problems. Tr. In-ta Prikl. Mat. Tbilis. Univ., 5-6, 1978, 225-234.
  21. Estimate of Green's tenzors of the theory of elasticity. Differentsial'nye Uravnenia, XIV, 7, 1978, 1272-1284.
  22. Maximum principle in the non-symmetric theory of elasticity. Differentsial'nye Uravnenia, XIV, 9, 1978, 1649-1658.
  23. Dynamic problems of the theory of elasticity for piecewise homogeneous bodies. Tbilisi University, Tbilisi, 1978, 64pp. (A. Djagmaidze).
  24. Estimate of Green's tenzors of the theory of elasticity and their applications. Tbilisi University, Tbilisi, 1978, 135pp.
  25. Dynamic problems of the theory of elasticity for homogeneous anisotropic bodies. Tr. Tbilis. Univ., 204, 1978, 24-46 (M. Basheleishvili).
  26. On fundamental matrices of steady state oscillation and pseudo-oscillation equations of anisotropic elasticity. Soobshch. Akad. Nauk Gruz. SSR, 96(1), 1979, 49-52.
  27. Limiting absorption principle in the anisotropic elasticity. Soobshch. Akad. Nauk Gruz. SSR, 96(2), 1979, 309-312.
  28. Some contact problems for piecewise homogeneous bodies. All-Union Conf. in the Theory of Elasticity. Abstracts. Erevan, 13-16 November, 1979, 242-245 (A. Djagmaidze, M. Svanadze).
  29. Application of the singular integral equation method in the boundary value problems of the theory of elasticity for transversally isotropic bodies. In: Differential and Integral Equations, Boundary Value Problems. Tbilisi University, Tbilisi, 1979, 11-32, (M. Basheleishvili).
  30. Solutions of dynamic problems for a ball. Nekot. Zad. Teor. Upr., Sbornik Tr., Tbilisi, 1980, 72-88.
  31. Solutions to the basic dynamic problems of the non-symmetric theory of elasticity for a ball and spherical layer. Nekot. Zad. Teor. Upr., Sbornik Tr., Tbilisi, 1980, 89-104 (A. Djagmaidze).
  32. Boundary-contact value problems of the elasticity theory. Tbilisi University, Tbilisi, 1980, 88pp. (A. Djagmaidze, M. Svanadze).
  33. Dynamic problems of coupled thermoelasticity for piecewise homogeneous bodies. Tr. In-ta Prikl. Mat. Tbilis. Univ., 10, 1981, 99-190 (M. Svanadze).
  34. On the alternativ version of proving the existence theorems in exterior problems of the steady state oscillation theory. Tr. In-ta Prikl. Mat. Tbilis. Univ., 10, 1981, 90-98.
  35. On an integral equation of the first kind. Soobshch. Akad. Nauk Gruz. SSR, 102(3), 1981, 565-568.
  36. Properties of fundamental solutions to the steady state oscillation equations of anisotropic elasticity. Soobshch. Akad. Nauk Gruz. SSR, 104(3), 1981, 557-560.
  37. Basic boundary and boundary-contact value problems of anisotropic elastostatics. Tbilisi University, Tbilisi, 1981, 84pp (M. Svanadze).
  38. Explicit solutions to the dynamic problems of the anisotropic elasticity theory. Soobshch. Akad. Nauk Gruz. SSR, 104(2), 1981, 313-316 (M. Svanadze).
  39. Dynamic contact problems of the elasticity theory for piecewise homogeneous bodies. Conf. in: Mechanics and Theory of Elasticity, Telavi, 30 Sept.-5 Oct., 1981, Abstracts, Tbilisi, 1981, 62-63 (M. Svanadze).
  40. Investigation of boundary-contact value problems of statics of the non-symmetric theory of elasticity. Conf. in Mechanics and Theory of Elasticity, Telavi, 30 Sept. -- 5 Oct., 1981. Abstracts, Tbilisi, 1981, 62-63 (A. Djagmaidze).
  41. Uniqueness theorems in exterior problems of steady state oscillation theory for anisotropic medium. Soobshch. Akad. Nauk Gruz. SSR, 105(2), 1982, 261-264.
  42. Existence theorems in the exterior problems of steady state oscillation theory for anisotropic medium. Soobshch. Akad. Nauk Gruz. SSR, 106(1), 1982, 33-36.
  43. Basic dynamic problems of the thermoelasticity theory for anisotropic layer. Conf. in Applied Mathematics and Mechanics, 19-20 Novemb., 1981, Abstracts, Tbilisi, 1983, 129-134.
  44. Boundary-contact value problems of the non-symmetric theory of elasticity. Tr. In-ta Prikl. Mat. Tbilis. Univ., 12, 1983, 69-90 (A. Djagmaidze).
  45. Potential method in the anisotropic thermoelasticity. 8 Tagung Uber Probleme und Methoden der Mathematische Physik. Vortragsauszuge 8 TMP. Technische Hochschule Karl-Marx-Stadt. 1983, 37.
  46. Initial boundary-contact problems in the non-symmetric theory of elasticity. X Conf. of Mathematicians of Georgia, Telavi, 9-12 November, 1983. Abstracts, Tbilisi, 1983, 113 (A. Djagmaidze).
  47. Dynamic problems of the anisotropic thermoelasticity theory, Differentsial'nye Uravnenia, XX, 1, 1984, 87-98.
  48. Boundary value problems of statics of the linear theory of elastic mixtures. The II All- Union Conf. in the Theory of Elasticity, 8-10 Dec., 1984, Abstracts, Tbilisi University, Tbilisi. 1984, 202-203.
  49. Investigation of boundary value and initial boundary value problems of the mathematical theory of anisotropic elasticity and thermoelasticity by potential method. Doctor thesis, Tbilisi Institute of Mathematics (Georgian Academy of Sciences), Tbilisi, 1984, 325pp.
  50. Equilibrium of a half-space with a spherical cavity. Tr. In-ta Prikl. Mat. Tbilisi. Univ., 16, 1985, 149-154.
  51. On the regularization if a integral equation of the first kind. Soobshch. Akad. Nauk Gruz. SSR, 117(3), 1985, 501-504.
  52. Dynamic problems of the non-symmetric theory of elasticity for piecewise homogeneous bodies. Tr. In-ta Priki. Mat. Tbilis. Univ. 16, 1985, 155-181 (A. Djagmaidze).
  53. On some boundary-value problems of the theory of elastic mixtures. Tr. Sem. I. Vekua In-ta Prikl. Mat. Tbilis. Univ. 22-25 Apr., 1986. Tbilisi, 1986,87-90.
  54. Dynamic problems of the theory of elastic mixtures and constructing the explicit solutions to the static pproblems. XI Conf. of Mathematicians of Georgia, Kutaisi, 28-30 May, 1986. Kutaisi, 1986, 213 (A. Djagmaidze, M. Svanadze).
  55. Problems of the linear theory of elastic mixtures. Tbilisi University, Tbilisi, 1986, 215pp. (A. Djagmaidze, M. Svanadze).
  56. The third and the fourth boundary value problems of the theory of elasticity for anisotropic bodies. Tr. In-ta Prikl. Mat. Tbilis. Univ., 23, 1988 89-104.
  57. Investigation of the third and the fourth boundary value problems of the anisotropic elasticity. All-Union Symposium: "Modern Problems of Mathematical Physics", Tbilisi, 22-24 April, 1987. Proceedings, Vol. 2, Tbilisi, 1988, 285-294.
  58. Potential methods in the theory of elastic mixtures. 9 Tagung Uber Probleme und Methoden der Mathemetischen Physik. Autorreferate der Kurzvortrage. Karl-Marx-Stadt, 1988, 30.
  59. Potential method in the problems of linear theory of elastic mixtures. In: Problems and Methods in Mathematical Physics. 9 TMP, Karl-Marx-Stadt, 1988. Proc., Teubner Texte zur Mathematik, 1988, 199-206 (M. Svanadze).
  60. Boundary-contact value problems of dynamics and steady state oscillations of linear theory of elastic mixtures. Conf. Dynamical Problems of Mechanics, Krasnodar, 1988, 105-106 (A. Djagmaidze, L. Giorgashvili, Sh. Zazashvili, M. Usanetashvili).
  61. On continuity of generalized solutions to the boundary value problems of the mathematical theory of cracks. Soobshch. Akad. Nauk Gruz. SSR, 135(3), 1989, 497-500 (R. Duduchava, E. Shargorodsky).
  62. Basic boundary value problems of the mathematical theory of cracks for anisotropic medium. Proc. of Seminar of I.Vekua Institute of Tbilisi University, Tbilisi, 1989, 87-90 (R. Duduchava, E. Shargorodsky).
  63. Exterior boundary-contact velua problems of steady state oscillations of anisotropic bodies. IV Conf. on Differential Equations and Applications, 13-19 Aug., 1989, Rousse, Abstracts, 211.
  64. Exterior boundary value pproblems for differential equations of steady state oscillations of anisotropic elasticity. Proc. of the International Conf. on Differential Equations and Applications held in Rousse, Bulgaria, 13-19 Aug., 1989, Rousse, 1991, 444-455.
  65. Method of generalized series in anisotropic elasticity. Tr. In-ta Prikl. Mat. Tbilisi. Univ. , 39, 1990, 110-132.
  66. Boundary value pproblems of the mathematical theory of cracks. Tr. In-ta Prikl. Mat. Tbilisi. Univ., 39, 1990, 68-84 (R. Duduchva, E. Shargorodsky).
  67. Mixed type boundary value problems of the anisotropic elasticity. Tr. In-ta Prikl. Mat. Tbilisi Univ., 39, 1990 133-181 (O. Chkadua, E. Shargorodsky).
  68. Three-dimensional problems of dynamics for elastic bodies with cuts. Soobshch. Akad. Nauk Gruz.SSR, 140(2), 1990, 281-284 (E. Shargorodsky).
  69. Mixed type boundary value problems of steady state oscilations for anisotropic bodies. Conf. in: Dynamics of Solid Bodies and Stability of Motion, 1990, Donetsk, 57-58 (E. Shargorodsky).
  70. Non-classical contact problems for anisotropic bodies. Reports ofEnlarged Session of the Seminar of I. Vekua Institute of Tbilisi University, Tbilisi State University, Vol.6, No.2, 116-119, 1991.
  71. Stability of solution to the first boundary value problem with respect to variation of domain. Soobshch. Akad. Nauk Gruz. SSR, 142(2), 1991, 289-292.
  72. Crack problems in the anisotropic thermoelasticity. Abstracts: Continuum Mechanics and Related Problems of Analysis. Symposium Dedicated to the Centinary of Academician N. Muskhelishvili. Tbilisi, 1991, 103.
  73. Mixed boundary-contact value problems for piecewise homogeneous anisotropic bodies. Abstracts: Mechanics of Non-homogeneous Structurs. The Third Conference, 17-19 Sept., 1991, Lvov, 110 (R. Duduchava, E. Shargorodsky).
  74. Mathematical problems of the theory of elasticity of an anisotropic medium. Proceedings of I.Vekua Inst. of Applied Mathematics, Tbilisi State University, 46, 1992, 147-159.
  75. 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, 46, 1992, 134-146.
  76. Interface problems of the theory of elastic mixtures. Reports of Enlarged Session of the Seminar of I.Vekua Inst. of Applied Mathematics, Tbilisi State University, Vol.8, No.2, 8-11, 1993 (G. Arsenashvili).
  77. Interface problems of the theory of thermoelasticity for anisotropic bodies. Reports of Enlarged Session of the Seminar of I.Vekua Inst. of Applied Mathematics, Tbilisi State University, Vol.8, No.2, 72-75, 1993 (I. Sigua).
  78. Non-classical interface problems for piecewise homogeneous anisotropic elastic bodies, Mathematical Methods in the Applied Sciences, vol. 18, 1995, 27-49. (L. Jentsch)
  79. Mathematical problems of the anisotropic elasticity for piecewise homogeneous bodies. In: Jentsch, Tr"ltzsch (eds.), Problems and Methods in Mathematical Physics, Teubner-Texte Zur Mathematik, Band 134, Stuttgart-Leipzig, 1994, 100-110.
  80. Mathematical problems of thermoelasticity for bodies with cuts. Extended Abstracts. International Symposium on Boundary Element Methods, IABEM 93, August 16-19,1993, Braunschweig. (R. Duduchava, E. Shargorodsky).
  81. Mixed interface problems for anisotropic elastic bodies. Georgian Mathematical Journal, Vol. 2, No. 6, 631-652, 1995.
  82. Two-dimensional steady state oscillation problems of anisotropic elasticity. Georgian Mathematical Journal, Vol. 3, No. 3, 239-262, 1996.
  83. Boundary integral equation method in the mixed type interface problems of the anisotropic elasticity. Abstracts, STAMM-94, Symposium on Trends in Applications of Mathematics to Mechanics, Lisboa, 23-30, July,1994.
  84. Basic boundary value problems of thermoelasticity for anisotropic bodies with cuts, I, Georgian Mathematical Journal, Vol. 2, No. 2, 1995,123-140 (R. Duduchava, E. Shargorodsky).
  85. Basic boundary value problems of thermoelasticity for anisotropic bodies with cuts, II. Georgian Mathematical Journal, Vol. 2, No. 3, 1995, 259-276 (R. Duduchava, E. Shargorodsky).
  86. Interaction of elastic and scalar fields, Math. Methods in Applied Sciences, Vol. 19, No. 18, (1996), 1445--1469.(G. Sadunishvili).
  87. Non-classical mixed interface problems for anisotropic bodies, (L. Jentsch). DFG- Schwerpunkt. Randelementmethoden. Bericht Nr. 94-17. Mathematisches Institute A, Stuttgart Universit„t, 1994. Mathematische Nachrichten, Vol.179 (1996), 161--186.
  88. Classical and non-classical interface problems of the theory of elastic mixtures. (to appear), (G. Arsenashvili).
  89. Boundary integral equation method in the steady state oscillation problems for anisotropic bodies (a talk given at the Oberwolfach conference "Randelementmethoden: Anwendungen und Fehleranalysis", 02.10-08.10, 1994.) Math. Methods in Applied Sciences, Vol. 20, No. 2, 95-119, 1997.
  90. General transmission problems in the theory of elastic oscillations of anisotropic bodies, Mathematisches Institut A, Stuttgart University, Bericht Nr. 95-7, 1-42. (L. Jentsch, W. Wendland) (to appear in: Journal of Math. Anal. and Applications, Parts I,II).
  91. Mixed crack type problem of anisotropic elasticity, (R. Duduchava) (to appear in: Mathematische Nachrichten)
  92. Mixed and crack type problems for the system of elasticity and its generalizations (BIE approach), (E. Shargorodsky) (to appear)
  93. Thermoelastic oscillations of anisotropic bodies. TU Chemnitz-Zwickau, Fakultat fur Mathematik, Preprint 96--1,1996. (L. Jentsch)
  94. Steady-state oscillation problems in anisotropic elasticity, (ICIAM/GAMM 95, 3-7 July, 1995, Hamburg, The Third International Congress on Industrial and Applied Mathematics , Book of Abstracts, p.189.) ZAMM, 76 (1996), S2, 125--128.
  95. Sommerfeld-Kupradze type radiation conditions in the theory of thermoelastic vibrations of anisotropic bodies, Symposium on trands in applications of mathematics to mechanics, STAMM-96, Warsaw,2-7 September,1996. Book of Absracts, Inst. of fundamental Technical Research Polish Academy of Sciences, Warsaw, 1996, p. 56. (L.Jentsch, I.Sigua)
  96. Steady state thermoelastic oscillation problems for anisotropic bodies. ECCOMAS 96, 3--13 September, 1996, Paris, Maison de la Chimie, Paris, 1996, 51--52. (L.Jentsch)
  97. Thermoelastic oscillation problems for piecewise homogeneous anisotropic bodies. Modern Mathematical Methods in Diffraction Theory and its Applications in Engineering, Abstracts of Sommerfeld'96--Workshop, Freudanstadt, 30 September--4 October,1996, TH Darmstadt, Preprint 1868, p.31, 1996. (L.Jentsch, I.Sigua)
  98. Thermoelastic ossilations of anisotropic bodies; Modern Mathematical Methods in Diffraction Theory and its Applications in Engineering, Abstracts of Sommerfeld'96--Workshop, Freudenstadt, 30 September--4 October,1996, TH Darmstadt, Preprint 1868, p.4, 1996. (L.Jentsch)
  99. Mixed crack type problems in anisitropic elasticity, Modern Mathematical Methods in Diffraction Theory and its Applications in Engineering, Abstracts of Sommerfeld'96--Workshop, Freudanstadt, 30 September--4 October,1996, TH Darmstadt, Preprint 1868, p.19--20, 1996. (R.Duduchava)
  100. Boundary value problems of the linear theory of two-component composites. Conference on Analysis, Numerics and Application of Differential and Integral equations, Stuttgart, October 9--11, 1996, Abstracts, University of Stuttgart, 1996 (G.Arsenashvili)
  101. General transmission problems in the theory of elastic oscillations of anisotropic bodies, Conference on Analysis, Numerics and Application of Differential and Integral equations, Stuttgart, October 9--11, 1996, Abstracts, University of Stuttgart, 1996 (L.Jentsch, W.L.Wendland).
  102. Thermoelastic ossilations of anisotropic bodies, Sommerfeld'96--Workshop, TU Chemnitz-Zwickau, Fakultat fur Mathematik, Preprint 96--13, 1996. Published in: E.Meister (Ed.), Methoden und Verfahren der mathematischen Physik, Band 42, Peter Lang, Frankfurt am Main, Berlin, New York, Paris, Wien, 68-87, 1997. (L. Jentsch)
  103. Mixed interface problems of thermoelastic pseudo-oscillations. TU Chemnitz-Zwickau, Fakultat fur Mathematik, Preprint 97--1, 1997. (L. Jentsch, I.Sigua)
  104. Interaction between thermoelastic and scalar oscillation fields, Integral Equations and Operator Theory, 28(1997), 261--288. (L.Jentsch)
  105. Interaction between thermoelastic and scalar oscillation fields. General anisotropic case. TU Chemnitz-Zwickau, Fakultat fur Mathematik, Preprint 97--5, 1997. (L. Jentsch)
  106. Basic and mixed interface problems in the theory of elastic oscillations of anisotropic bodies. In: M.Bach, C.Constanda, G.C.Hsiao, A.-M.S{a}ndig, P.Werner (Eds.) Analysis, Numerics and Application of Differential and Integral equations, (Proceedings of the conference held in Stuttgart, October 9--11, 1996), Longman, Dorset, 116-121, 1998. (L.Jentsch, W.L.Wendland).
  107. Mathematical problems of the thermoelasticity theory of anisotropic bodies. In: Thermal Stresses'97, Proceedings of the Second International Symposium on Thermal Stresses and Related Topics (held in Rochester Institute of Technology, USA, June 8--11,1997), Rochester Institute of Technology, Rochester, 513-516, 1997. (L.Jentsch)
  108. Mathematical problems of thermoelastic vibrations. Abstracts, The International ISAAC'97 Congress, USA, University of Delaware, Newark, June 3--7, 1997.
  109. Boundary integral equations method in the theory of thermoelastic vibrations. Abstracts, Conference on Boundary Integral Methods: Theory and Applications, UK, University of Salford, Manchester, September 15--18, 1997.
  110. The mixed boundary value problem of the thermoelastic pseudo-oscillations, Bulletin of the Georgian Academy of Sciences, 155, 1, 31-36, 1997. (I.Sigua)
  111. Non-local approach in mathematical problems of fluid-structure interaction, TU Chemnitz, Fakultat fur Mathematik, Preprint 98-1, 1998. (to appear in: Mathematical Methods in the Applied Sciences) (L. Jentsch)
  112. Three-dimensional mathematical problems of thermoelasticity of anisotropic bodies, TU Chemnitz, Fakultat fur Mathematik, Preprint 98-3, 1998. (to appear in: Memoirs on Differential Equations and Mathematical Physics) (L. Jentsch)
  113. The interface crack problems for anisotropic bodies, TU Chemnitz, Fakultat fur Mathematik, Preprint 98-4, 1998. (Sh.Zazashvili)
  114. General transmission problems in the theory of elastic oscillations of anisotropic bodies (Basic interface problems), Journal of Mathematical Analysis and Applications, 220, 397-433, 1998. (L. Jentsch, W. Wendland)
  115. General transmission problems in the theory of elastic oscillations of anisotropic bodies (Mixed interface problems), II, (to appear in: Journal of Mathematical Analysis and Applications) (L. Jentsch, W. Wendland)
  116. Interface crack problem for peacewise homogeneous anisotropic plane, 5-th International Conference on Integral Methods in Science and Engineering (IMSE'98), August 10-13, 1998, Michigan Tech., Houghton, USA, Abstracts of IMSE'98, p. 98. (to appear in: Proceedings of IMSE'98) (Sh.Zazashvili)
  117. Interaction between vector and scalar fields in anisotropic medium, 5-th International Conference on Integral Methods in Science and Engineering (IMSE'98), August 10-13, 1998, Michigan Tech., Houghton, USA, Abstracts of IMSE'98, p. 57.
  118. Direct and inverse problems of fluid-structure interaction, International Congress of Mathematicians (ICM 1998), August 18-27, 1998, Berlin, Abstracts of Short Communications and Poster Sessions, pp. 241-242.

 

 

II. Text books

 

 

  1. Mathematical Models of Economical Problems, PartI, Georgian Technical University, Tbilisi, 1997. (L.Giorgashvili, O.Meladze, G.Samsonadze, M.Shubladze, V.Nadareishvili, A.Mosidze, M.Iosava)
  2. Mathematical Models of Economical Problems, Part II, Georgian Technical University, Tbilisi, 1997. (L.Giorgashvili, O.Meladze, G.Samsonadze, M.Shubladze, V.Nadareishvili, A.Mosidze, M.Iosava)
  3. Linear Algebra, Georgian Technical University, Tbilisi, 1998. (G.Samsonadze, M.Shubladze)
  4. Mathematics (Introduction to financial mathematics), Georgian Technical University, Tbilisi, 1998. (L.Giorgashvili, M.Usanetashvili, G.Jashiashvili)
  5. Engineering Mathematics, Georgian Technical University, Tbilisi (L.Giorgashvili, M.Usanetashvili, S.Zazashvili, T.Davitashvili, M.Miminoshvili, G.Samsonadze, M.Shuladze) (to appear)