Back to top

Статьи сотрудников кафедры математического анализа в Scopus (2010-2017 гг.)

  1. Voytitsky V.I., Kopachevsky N.D., Starkov P.A. Multicomponent transmission problems and auxiliary abstract boundary value problems // Journal of Math Sciences (Springer). — 2010. — Vol. 170., no. 2. — pp. 131-172.
  2. Andronova O.A., Kopachevsky N.D. Problems with surface dissipation of energy // Journal of Math Sciences (Springer). — 2010. — Vol. 164., no. 4. — pp. 478-496.
  3. Kopachevsky N.D. Problems on small motions and normal oscillations of capillary viscous fluid in rotating vessels // Journal of Math Sciences (Springer). — 2010. — Vol. 164., no. 4. — pp. 540-573.
  4. Kopachevsky N.D., Tsvetkov D.O. Oscillations of stratificated fluids // Journal of Math Sciences (Springer). — 2010. — Vol. 164., no. 4. — pp. 574-602.
  5. Zakora D.A. Problem of small and normal oscillations of a rotating elastic body filled with an ideal barotropic liquid // Journal of Mathematical Sciences. — 2010. Vol. 170, No. 2, — P. 173-191.
  6. Zakora D.A.  Problem on small motions of ideal relaxing fluid // Journal of Mathematical Sciences. — 2010. Vol. 164, No. 4, — P. 531-539.
  7. Alexey Tikhonov Inner-outer Factorization for Weighted Schur Class Functions and Corresponding Invariant Subspaces, Operator Theory: Advances and Applications, Vol. 214 (2010). – P. 125–134.
  8. Zakora D. A symmetric model of ideal rotating relaxing fluid / D.  Zakora// Journal of Mathematical Sciences. – 2011. -С. 21-41
  9. Zakora D.A. Asymmetric model of viscous relaxing fluid. An evolution problem / D.A.Zakora // Journal of Mathematical Physics, Analysis, Geometry. – 2012. – С.190-206.
  10. Voytitsky V. On Some Class of Self-adjoint Boundary Value Problems with the Spectral Parameter in the Equations and the Boundary Conditions / V. Voytitsky  // Spectral Theory, Mathematical System Theory, Evolution Equations, Differential and Difference Equations. – 2012. – С. 635-651.
  11. Voytitsky Victor On the spectral Stefan–Florin problem with classical boundary condition / V.I. Voytitsky // Journal of Math Sciences (Springer). – 2013. – Vol. 192, issue 4. – P. 474-484. (Article) 0,6п.л.
  12. Chilin V.I. Comparison of topologies on *-algebras of locally measurable operators / V.I. Chilin, M.A. Muratov // Positivity. – 2013. - P.111-132. (Article) 1,3п.л.
  13. Gaziev E.L. Small motions and eigenoscillations of a “fluid–barotropic gas” hydrosystem / Eskender L. Gaziev, Nikolay D. Kopachevsky // Journal of Mathematical Sciences. – Vol. 192. - 2013. – P. 389-416. (Article) 1,7п.л.
  14. Muratov M.A. Theorems in Rearrangement Invariant Spaces / M.A. Muratov, J.S. Pashkova, Ben-Zion Rubshtein // Operator Theory: Advances and Applications. - 2013, Vol 227. - P. 123-142. (Article) 1,2п.л.
  15. Ahramovich M. V. Fuglede-Putnam Theorem in the Algebra of Locally Measurable Operators / M.V. Ahramovich, M. A. Muratov, V.I. Chilin // Indian Journal of Mathematics. -2013, Volume 55. - P. 13-20. (Article) 0,4п.л.
  16. Zakora D.A. The operator approach to Il’yushin’s models of viscoelastic media under the isothermal processes of deformation / D.A. Zakora // Journal of Mathematical Sciences. – 2014. - V. 196, N. 5. -  P. 705-720. (Article) 0,9п.л.
  17. Chilin V.I. Continuity of operator-valued functions in the *-algebra of  locally measurable operators / V.I. Chilin, M.A. Muratov // Methods of Functional Analysis and Topology. – 2014. - Vol. 20, N 2. - P.124-134. (Article) 0,6п.л.
  18. AhramovichM.V. Fuglede-Putnam theorem in algebras with involutions / M.V. Ahramovich,  M.A. Muratov, V.S. Shulman // Mathematical Notes. - 2015. -  Vol.98, N4. - P.537-549. (Article) 0,7п.л.
  19. Kopachevsky N.D. On the spectral criterion of stability in the problem of small motions of an ideal capillary fluid with disconnected free surface / N. D. Kopachevskii, Z. Z. Sitshaeva // Journal of Mathematical Sciences 2015 Volume 206, Issue 1, Page 39-57. (Article) 1,2п.л.
  20. Kopachevskii N.D. On the Equilibrium and Stability of a Capillary Liquid with Disconnected Free Surface in an Open Vessel / N. D. Kopachevskii, Z. Z. Sitshaeva // Journal of Mathematical Sciences:  2015 Vol. 205, Issue 6, pp. 777-790. (Article)   0.8 п.л.
  21. Kopachevskii N.D. Complete VolterraIntegrodifferential Equations of the Second Order Unsolved with Respect to the Higher Derivative / N. D. Kopachevskii, E. V. Semkina // Ukrainian Mathematical Journal. – 2015. – Vol. 66, Issue 11. – P.1665-1679. (Article)  0,9п.л.
  22. SyomkinaE.V. Volterra second-order integro-differential equations unresolved for the higher derivative. The case of semibounded operator coefficients / E.V. Syomkina // Journal of Mathematical Sciences. – 2015. – Vol. 207, Issue 1. – P. 98-106. (Article) 0,5п.л.
  23. Batyr E.I. Small motions and normal Oscillations in system of connected gyrostats / E.I. Batyr, N.D. Kopachevsky // Journal of Mathematical Sciences. - 2015 - Vol. 211, Issue 4. - P. 441-530. (Article) 5,5п.л.
  24. Orlov I.V., SmirnovaS.I. Invertibility of multivalued sublinear operators // Eurasian Mathematical Journal. - 2015 - Vol. 6, Issue 4. - P. 44-58. (Article) 0,7п.л.
  25. Zakora D.A. On stabilization of solutions to incomplete second-order integrodifferential equations // Russian Mathematics (IzVUZ). – 2016 – Vol 60, N9 – P. 69-73. (Article) 0.5 п.л.
  26. Zakora D.A. Abstract linear Volterra second-order integro-differential eqations // Eurasian Mathematical Journal. – 2016 – V7, N2 – P. 75-91. (Article) 1 п.л.
  27. Zakora D. On the Spectrum of Rotating Viscous Relaxing Fluid // Journal of Mathematical Physics, Analysis, Geometry. – 2016 – V12, N4 – P. 338-358. (Article) 1.5 п.л.
  28. Kopachevsky N.D. Abstract Green Formulas for Triples of Hilbert Spaces and Sesquilinear Forms / N.D. Kopachevsky // Journal of Mathematical Sciences (United States), 2017. – Volume 225, Issue 2. – pp 226–264. (Article)
  29. Andronova O. A., Voytitsky V. I. On spectral properties of one boundary value problem with a surface energy dissipation // Ufa Math. Journal, 2017, Volume 9, Issue 2, pp. 3–16. (Article)
  30. Orlov I., Smirnova S. Representation of the compact-valued sublinear operator by basis selectors packet and sub-invertibility // 2017 Constructive Nonsmooth Analysis and Related Topics (Dedicated to the Memory of V.F. Demyanov), CNSA. – IEEE Catalog number CFP17L17-ART. – P. 295-298.(0,25 п.л.). (Article)
  31. Zakora D.A. On Properties of Root Elements in the Problem on Small Motions of Viscous Relaxing Fluid // J. Math. Phys., Anal., Geom. – 2017. – V13, N4. – P. 402-413. (Article).