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Systems of equations with anizotropic growth of dissipative potential
 Kalousek, Martin ; Kaplický, Petr (advisor) ; Pokorný, Milan (referee)
In the present work we study the existence a properties of solution of the system of partial differential equations describing steady flow of Newtonian fluid. We consider that this system has anisotropic dissipative potential. We prove existence of weak solution to this system and its partial C1,α -regularity in 3D and full C1,α -regularity in 2D. 1
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Systems of equations with anizotropic growth of dissipative potential
 Kalousek, Martin ; Kaplický, Petr (advisor) ; Pokorný, Milan (referee)
In the present work we study the existence a properties of solution of the system of partial differential equations describing steady flow of Newtonian fluid. We consider that this system has anisotropic dissipative potential. We prove existence of weak solution to this system and its partial C1,α -regularity in 3D and full C1,α -regularity in 2D. 1
Detailed record

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