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| Volume 2, Number 3, September 2006, pp.611-626 | |||||||||
| M. Ait Mansour and D. Aussel | |||||||||
| Key words: | |||||||||
| Quasimonotone variational inequality, stability, Hölder estimation, quasiconvex programming. | |||||||||
| Mathematices Subject Classification: 49J40, 49K40, 49J52 | |||||||||
|
|||||||||
| Volume 2, Number 3, September 2006, pp.611-626 | |||||||||
| M. Ait Mansour and D. Aussel | |||||||||
| Key words: | |||||||||
| Quasimonotone variational inequality, stability, Hölder estimation, quasiconvex programming. | |||||||||
| Mathematices Subject Classification: 49J40, 49K40, 49J52 | |||||||||
|
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| Abstract: | |||
| Our aim in this paper is to bring to the fore that Hölder-type estimations can be obtained for parametric variational inequalities defined by strongly quasimonotone set-valued map. Stability results for quasiconvex programming problems are also considered. | |||
| Quasimonotone variational inequalities and quasiconvex programming: quantitative stability | ||