In this paper, we aim to suggest the new concept of Levitin-Polyak (for short, LP) well-posedness for the parametric quasivariational inclusion and disclusion problems (for short, \text{(QVIP)} (resp. \text{(QVDP)})). Necessary and sufficient conditions for LP well-posedness of these problems are proved.
As applications, we obtained immediately some results of LP well-posedness for the quasiequilibrium problems and for a scalar equilibrium problem.

 

 

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Author(s)

Boonman, Panatda, Wangkeeree, Rabian