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მოცემულ კატეგორიაში წარმოდგენილია:  20 ჩანაწერი /  26108 ჩანაწერიდან.


ძებნის განულება

Z. Kiguradze, M. Kratsashvili. Finite Difference Scheme for One System of Nonlinear Partial Integro-Differential Equations with Source Terms. Rep. Enl. Sess. Sem. of I.Vekua Inst. Appl. Math. 2017წ. V31. accepted.

Z. Kiguradze, T. Jangveladze. Finite Difference Scheme to a Nonlinear Integro-Differential Equation Associated with the Penetration of a Magnetic Field into a Substance. Proc. 2nd WSEAS Int. Con¬f. FINITE DIFFERENCES, FINITE ELEMENTS, FINITE VOLUMES, BOUNDARY ELEMENTS (F-and-B ‘09). 2009წ. p.186-192.

G. Berikelashvili, M. Mirianashvili. Finite difference schemes for Benjamin-Bona-Mahony equation . Proc. A.Razmadze Math. Inst.. 2011წ. 155 (2011), 93-95.

G. Berikelashvili. Finite difference schemes for elliptic equations with mixed boundary conditions. Proc. A. Razmadze Math. Inst. 2000წ. V.122, 21-31.

თ. დავითაშვილი, O. Komurjishvili, G Gunava. Finite Difference Schemes For Multidimensional Parabolic Type Equation And Systems With Constant Coefficients. Reports of Enlarged Session of the Seminar of I. Vekua Institute of Applied Mathematics. 2005წ. Vol. 20, No 3, p.p.51-58.

G. Berikelashvili. Finite difference schemes for some mixed boundary value problems. Proc. A. Razmadze Math.Inst.. 2001წ. V.127, 77-87.

G. Berikelashvili, L.Karalashvili, G.Chikadze. Finite difference solution of a MRLW equation. Proc. A.Razmadze Mathematical Institute . 2011წ. Vol.156, 17-35.

Z. Kiguradze, T. Jangveladze, B.Neta. Finite Element Method for a System of Nonlinear Integro-Differential Equations with Mixed Boundary Conditions. Rep. Enl. Sess. Sem. of I.Vekua Inst. Appl. Math. 2012წ. V.26, p.23-28.

S. Kharibegashvili, O. Jokhadze, B. Midodashvili. Finite-difference method of solving the Darboux problem for nonlinear Klein-Gordon equation. Mem. Differential Equations Math. Phys. . 2009წ. 47(2009), 123-132..

G. Berikelashvili, O. Jokhadze, S.Kharibegashvili, B.Midodashvili. Finite-difference method of solving the Darboux problem for the nonlinear Klein-Gordon equation.. Mem. Differential Equations Math. Phys. (A.Razmadze Math.Inst.). 2009წ. V.47 , 123--132..

Z. Kvatadze, Gegechkori T., Tutberidse N., Gogmachadze S. First Results o fSeismic Surface Wave Tomographic Investigation for the Caucasus Lithosphere . Bulletin of the Georgian National Academy of Sciences. 174, № 3.p. 431-433. 2006წ. .

B. Kilosanidze, G. Kakauridze, T.Kvernadze, G.Kurkhuli, V.Kulijanishvili. First test observations of the selected astronomical objects using polarization – holographic Stokes polarimeter. International Scientific Journal, Astronomy &Astrophysics (Caucasus). 2017წ. Vol. 2, 41-46 .

შ. შათირიშვილი, Ebelashvili N. Kuridze M. Chkhartishvili N.. Flavonoids, non-Flavonoids and sensor indices of polyphenol concentrated red wines made of local grape varieties. 62nd ASEV National Conference, . 2011წ. 2011. Monterey.USA..

V. Tsutskiridze. Flow between two coaxial tubes near the entry. . GFID //Georgian engineering news// International scientific journal. . 2006წ. Tbilisi, №2, pp.24-28, (Engl.).

G. Sadunishvili, D. Natroshvili, I. Sigua, Z. Tediashvili. Fluid-Solid Interaction: Acoustic Scattering By an Elastic Obstacle With Lipschitz Boundary. Memoirs on Differential Equations and Mathematical Physics. 2005წ. Vol.35, 91-127.

D. Natroshvili, G.Sadunishvili, I.Sigua, Z.Tediashvili. Fluid-solid interaction: acoustic scattering by an elastic obstacle with Lipschitz boundary. Memoirs on Differential Equations and Mathematical Physics. 2005წ. 35, 91-127..

B. Gorgiladze, G.Meskhi, A.Sichinava. Fluorescence Yield During Vacancies Decay in Quasimolecule. Bulletin of the Georgian National Academy of Sciences, Physics. 2005წ. v.172 №2.

. Fluorescence Yield During Vacancies Decay in Quasimolecule. Bulletin of the Georgian National Academy of Sciences / Physics. 2005წ. v.172 №2.

Z. Tsotniashvili. Following of Educational Reforms in Georgia. “For Supporting of Higher Economic and Professional Education”, Gori University, USA Embassy in Georgia. 2008წ. 1.

M. Akhobadze, E. E.Kurtskhalia. For mathematical modeling of mass service processes. The Georgian National Academy of Sciences “Moambe”. 2013წ. vol. 7, № 2, p.66-70.