We propose to solve a general quasi-variational inequality by using its Karush-Kuhn-Tucker conditions. To this end we use a globally convergent algorithm based on a potential reduction approach. We establish global convergence results for many interesting instances of quasi-variational inequalities, vastly broadening the class of problems that can be solved with theoretical guarantees. Our numerical testings are very promising and show the practical viability of the approach.
|Titolo:||Solution methods for quasi variational inequalities|
|Data di pubblicazione:||18-apr-2013|
|Appartiene alla tipologia:||07b Tesi di Dottorato (EX-Padis)|