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On the global-in-time existence of a generalized solution to a free-boundary problemA problem with free (unknown) boundary for a one-dimensional diffusion-convection equation
On homogenized equations of filtration in two domains with common boundaryWe consider an initial-boundary value problem describing the process of filtration of a weakly
A description of seismic acoustic wave propagation in porous media via homogenizationWe consider a linear system of differential equations describing the joint motion of an elastic
Nguetseng's two-scale convergence method for filtration and seismic acoustic problems in elastic porous mediaA linear system is considered of the differential equations describing a joint motion of an elastic
Homogenized models for a short-time filtration in elastic porous media = Гомогенизированные модели для ускоренной фильтрации в упругих пористых средахHomogenized models for a short-time filtration in elastic porous media = Гомогенизированные модели
Derivation of the equations of nonisothermal acoustics in elastic porous mediaWe consider the problem of the joint motion of a thermoelastic solid skeleton and a viscous
Derivation of equations of seismic and acoustic wave propagation and equations of filtration via homogenization of periodic structuresA linear system of differential equations describing a joint motion of elastic porous body
Compactness result for periodic structures and its application to the homogenization of a diffusion-convection equationCompactness result for periodic structures and its application to the homogenization of a diffusion
Acoustics equations in elastic porous media solid skeleton and a viscous fluid in the pores on the microscopic level
Mathematical Modeling of Short-Time Filtration and Acoustic Processes in Porous Media = Математическое моделирование быстропротекающих процессов фильтрации и акустики в пористых средах
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