Well-Posedness of Free Boundary Problem for the Microscopic In-Situ Leaching Model von Meirmanov, A. M.

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Displacement of oil by water in a single elastic capillary von Meirmanov, AM, Galtsev, OV, Zimin, RN

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Homogenization of the Equations of Filtration of a Viscous Fluid in Two Porous Media von Meirmanov, A. M., Gritsenko, S. A.

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The Global-in-Time Existence of a Classical Solution for Some Free Boundary Problem von Meirmanov, A. M., Galtsev, O. V., Galtseva, O. A.

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On the Global-in-Time Existence of a Generalized Solution to a Free-Boundary Problem von Meirmanov, A. M., Gal’tseva, O. A., Sel’demirov, V. E.

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On homogenized equations of filtration in two domains with common boundary von Meirmanov, A. M., Galtsev, O. V., Gritsenko, S. A.

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Analysis of models of oil-by-water displacement through the microstructure von Meirmanov, A. M., Reshetova, G. V., Tcheverda, V. A.

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Determination of acoustical characteristics for elastic porous media: The biot pore-elasticity equations von Meĭrmanov, A. M.

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Acoustics equations in poroelastic media von Meirmanov, A. M.

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Derivation of an averaged model of isothermal acoustics in a heterogeneous medium in the case of two different poroelastic domains von Gerus, A. A., Gritsenko, S. A., Meirmanov, A. M.

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On the classical solution of the macroscopic model of in-situ leaching of rare metals von Meirmanov, Anvarbek Mukatovich

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Equations of nonisothermal filtration in fast processes in elastic porous media von Meirmanov, A. M.

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Acoustic and filtration properties of a thermoelastic porous medium: Biot's equations of thermo-poroelasticity von Meĭrmanov, A M

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Transport equation with boundary conditions of hysteresis type von Amler, T. G., Botkin, N. D., Hoffmann, K.-H., Meirmanov, A. M., Starovoitov, V. N.

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Nguetseng’s two-scale convergence method for filtration and seismic acoustic problems in elastic porous media von Meirmanov, Anvarbek

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Derivation of equations of seismic and acoustic wave propagation and equations of filtration via homogenization of periodic structures von Meirmanov, A. M.

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Mathematical Models for Poroelastic Flows von Meirmanov, Anvarbek

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Derivation of the equations of nonisothermal acoustics in elastic porous media von Meirmanov, A. M.

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Mathematical models of a hydraulic shock in a slightly viscous fluid von Meirmanov, A. M., Nekrasova, I. V.

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Acoustic and filtration properties of a thermoelastic porous medium: Biot's equations of thermo-poroelasticity von Meirmanov, A M

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