Unique solvability of compressible micropolar viscous fluids (Q370837)

The author study the compressible micropolar viscous fluids in three dimensional whole space, the three dimensional half-space, or the three dimensional domains with compact smooth boundary. By a standard arguments , the auther show that there locally exists an unique strong solution, under the assumption that the initial data satisfy some regularity conditions and some compatibility conditions. It should be noted that the initial density may contains vacuum.