We consider an initial boundary value problem of three-dimensional (3D) nonhomogeneous
magneto-micropolar fluid equations in a bounded simply connected smooth domain with …

We prove the global existence and exponential decay of strong solutions to the three-
dimensional nonhomogeneous asymmetric fluid equations with nonnegative density …

We prove the existence of local and global in time weak solutions for the equations of
nonhomogeneous incompressible asymmetric fluids in a bounded domain Ω⊊ R 3, when …

We study an initial boundary value problem of two-dimensional nonhomogeneous
micropolar fluid equations with density-dependent viscosity and non-negative density …

We establish the existence of local in time semi‐strong solutions and global in time strong
solutions for the system of equations describing flows of viscous and incompressible …

We study the Cauchy problem of nonhomogeneous micropolar fluid equations with zero
density at infinity in the whole plane $\mathbb {R}^ 2$. We derive the global existence and …

In this paper, we prove the local uniqueness of an inverse problem arising in the
nonstationary flow of a nonhomogeneous incompressible asymmetric fluid in a bounded …

This paper studies the Cauchy problem of the 2D nonhomogeneous incompressible
micropolar equations. It is shown that the problem admits a unique global strong solution …

This paper deals with the Cauchy problem of 3D innhomogeneous incompressible magneto-
micropolar system. We prove the global existence of strong solutions to this system, with …

We consider spectral semi-Galerkin approximations for global strong solutions of the
equations for variable density asymmetric incompressible fluids in a bounded domain Ω Ω of …