Chair of Optimization and Control

TEMAT:  A new well-posedness concept for elliptic variational inequalities

Opis:    We consider an elliptic variational inequality with constraints in a Hilbert space. Assume the problem has a unique solution $u$ provided appropriate assumptions hold. We formulate "a convergence criterion" to the solution $u$ and introduce a new well-posedness concept that extends the classical Tykhonov and Levitin-Polyak well-posedness ones.  

The talk is based on the recent results of M. Sofonea, D.A. Tarzia, and A.O.

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