Kholmatzhon Kh. Imomnazarov E-mail imom@omzg.sscc.ru Organization Institute of Computational Mathematics and Mathematical Geophysics SB RAS — acting head of the laboratory Academic title Professor
Davlatov J., Imomnazarov K. One-dimensional direct and inverse problems for one system arising in a two-phase medium // Mathematical Modeling in Geophysics. — 2023. — # 25 — P. 1-6
Imomnazarov K., Mikhailov A., Omonov A., Tordeux S. Modeling the 2D seismic waves propagation from singular sources in porous media based on the Laguerre spectral method // Mathematical Modeling in Geophysics. — 2021. — # 23 — P. 1-8
Imomnazarov B., Imomnazarov K., Khaydarov I. Thermodynamically consistent model of shale swelling around a cylindrical wellbore // Mathematical Modeling in Geophysics. — 2019. — # 21 — P. 23-33
Imomnazarov K., Imomnazarov S., Urev M., Bakhramov R. The solution of one overdetermined stationary system arising in an incompressible two-fluid medium in a half-space // Mathematical Modeling in Geophysics. — 2019. — # 21 — P. 35-42
Imomnazarov K., Imomnazarov S., Mamatqulov M. Non-existence of the global solution of initial boundary value problem for the incompressible two-velocity medium equation // Numerical Modeling in Atmosphere, Ocean, and Environment Studies. — 2017. — # 16 — P. 13-19
Imomnazarov B., Imomnazarov K. Poroelasticity theory of chemically active clay shales // Mathematical Modeling in Geophysics. — 2017. — # 20 — P. 11-17
Perepechko Y., Sorokin K., Imomnazarov K. Modeling of the nonlinear motion of saturated granular media // Numerical Modeling in Atmosphere, Ocean, and Environment Studies. — 2015. — # 15 — P. 51-65
Vasiliev G., Imomnazarov K., Mamasoliyev B. On one system of the Burgers equations arising in the two-velocity hydrodynamics // Numerical Modeling in Atmosphere, Ocean, and Environment Studies. — 2015. — # 15 — P. 67-76
Imomnazarov K., Imomnazarov S., Korobov P., Kholmuradov A. About one direct initial-boundary value problem for nonlinear one-dimensional poroelasticity equations // Mathematical Modeling in Geophysics. — 2015. — # 18 — P. 1-8
Imomnazarov K., Imomnazarov S., Korobov P., Kholmuradov A. About one inverse initial-boundary value problem for nonlinear one-dimensional poroelasticity equations // Mathematical Modeling in Geophysics. — 2015. — # 18 — P. 9-16
Imomnazarov K., Korobov P., Zhabborov N. Three-dimensional vortex flows of incompressible two-velocity media at constant saturation of substances // Numerical Modeling in Atmosphere, Ocean, and Environment Studies. — 2014. — # 14 — P. 17-25
Imomnazarov K. About one combined inverse problem for the equations of porous media and Maxwell's equations // Mathematical Modeling in Geophysics. — 2014. — # 17 — P. 1-4
Imomnazarov K., Imomnazarov S., Mamatqulov M., Chernykh E. The fundamental solution of the stationary two-velocity hydrodynamics equation with one pressure // Mathematical Modeling in Geophysics. — 2014. — # 17 — P. 5-12
Imomnazarov K., Imomnazarov S., Rakhmonov T., Yangiboev Z. Regularization of an inverse dynamic problem for the equation of SH waves in a porous medium // Mathematical Modeling in Geophysics. — 2013. — # 16 — P. 19-33
Imomnazarov K., Korobov P., Zhabborov N. Conservation laws for the two-velocity hydrodynamics equations with one pressure // Mathematical Modeling in Geophysics. — 2013. — # 16 — P. 35-43
Zhabborov N., Imomnazarov K. Mean value theorem for a system of differential equations for the stress tensor and pore pressure // Mathematical Modeling in Geophysics. — 2013. — # 16 — P. 105-112
Imomnazarov K. Comments about the paper by Amit Kumar et al. "Displacement and stress fields in a poroelastic half-space due to a concentrated force" published in the International Journal of Engineering Science and Technology (IJEST), 2012, Vol. 4, No. 6, p. 2475-2484 // Mathematical Modeling in Geophysics. — 2013. — # 16 — P. 113-115
Imomnazarov K., Mikhailov A. Laguerre spectral method as applied to numerical solution of a two-dimensional linear dynamic seismic problem for porous media // Mathematical Modeling in Geophysics. — 2011. — # 14 — P. 1-8
Imomnazarov K., Zhabborov N. Theorem of the mean for inhomogeneous poroelastic static system // Mathematical Modeling in Geophysics. — 2011. — # 14 — P. 9-15
Perepechko Y., Sorokin K., Imomnazarov K. Modeling of the free convection in a viscous compressible fluid // Mathematical Modeling in Geophysics. — 2011. — # 14 — P. 59-64
Imomnazarov K. About one form of the dynamic equation of porous media in terms of velocities, stresses, and pressure // Mathematical Modeling in Geophysics. — 2010. — # 13 — P. 41-44
Imomnazarov K., Zhabborov N. Spherical mean value theorem for a poroelastic static system // Mathematical Modeling in Geophysics. — 2010. — # 13 — P. 45-49
Imomnazarov K. On the relationship between the electrical conductivity with other kinetic and thermodynamic parameters of sedimentary rocks // Mathematical Modeling in Geophysics. — 2005. — # 10 — P. 11-14
July T., Imomnazarov K. Numerical modeling of the filtration theory problems for saturated porous media // Mathematical Modeling in Geophysics. — 2005. — # 10 — P. 15-17
Perepechko Y., Dorovsky V., Imomnazarov K. The pulse action on saturated porous media // Mathematical Modeling in Geophysics. — 2005. — # 10 — P. 67-80
Grachev E., Zhabborov N., Imomnazarov K. On one problem for the statics equations of elastic-deformed porous media in a half-plane // Mathematical Modeling in Geophysics. — 2003. — # 8 — P. 43-46
Imomnazarov K., Imomnazarov B. Using borehole electroseismic measurements to detect and describe permeable zones // Mathematical Modeling in Geophysics. — 2003. — # 8 — P. 47-57
Goryunov E., Imomnazarov K. Numerical solution to combined one-dimensional inverse problems for Maxwell's equation and equations of porous media // Mathematical Modeling in Geophysics. — 1999. — # 5 — P. 25-40
Imomnazarov K. Estimates of conditional stability of some combined inverse problems for Maxwell's equations and equations of porous media // Mathematical Modeling in Geophysics. — 1999. — # 5 — P. 41-52
Imomnazarov K. On hydrodynamics equations of solutions for conducting porous media // Mathematical Modeling in Geophysics. — 1999. — # 5 — P. 53-58
Imomnazarov K., Matevosyan A. On the diffraction of nonstationary SH-wave on semi-infinite crack in porous elastic medium // Mathematical Modeling in Geophysics. — 1999. — # 5 — P. 59-62
Imomnazarov K. Concentrated force in a porous half-space // Mathematical Modeling in Geophysics. — 1998. — # 4 — P. 45-77
Imomnazarov K. On the solvability of the inverse problem for the parabolic equation // Mathematical Modeling in Geophysics. — 1996. — # 2 — P. 29-36
