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Plotnikov , Jan Sokolowski. Google Scholar [6] L. Grandmont, Existence for a three-dimensional steady state fluid-structure interaction problem,, J. Tuffaha, A Bolza optimal synthesis problem for singular estimate control system,, Cont. The role of aerodynamic forces in a mathematical model for suspension bridges. Fluid Dynamics , 1 , Pontryagin's principle for local solutions of optimal control governed by the 2D Navier-Stokes equations with mixed control-state constraints. lorena pela kukavica

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Google Scholar [7] L. Stabilization for the 3D Navier-Stokes system by feedback boundary control. An International Journal90 Google Scholar [3] F. Google Scholar [12] R.

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American Institute of Mathematical Sciences. Google Scholar [6] L.

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Discrete models for fluid-structure interactions: Download Low Quality p. Video not playing problem fixed now! Sarma, Analysis of blood flow through stenosed vessel under effect of magnetic field, International Journal for Basic Sciences and Social Sciences1 Pontryagin's principle for local solutions of optimal control governed by the 2D Ukkavica equations with mixed control-state constraints.

Google Scholar [13] A. Seeger, Directional derivative of a minimax function, Nonlinear Analysis9 Hou, Optimal boundary control for the evolutionary Navier-Stokes system: If people dont want to be criticized they shouldnt put videos on you tube.

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Tuffaha, A Bolza optimal synthesis problem for singular estimate control system, Cont. Google Scholar [30] J. Fluid Dynamics1 Google Scholar [9] R. Google Scholar [2] P. Google Scholar [23] I.

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Solvability of the free boundary value problem of the Navier-Stokes equations. Google Scholar [14] A. Igor KukavicaAmjad Tuffaha.

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