Abstract
Abstract We introduce the concept of Levitin-Polyak well-posedness for a system of generalized quasi-variational inclusion problems and show some characterizations of Levitin-Polyak well-posedness for the system of generalized quasi-variational inclusion problems under some suitable conditions. We also give some results concerned with the Hadamard well-posedness for the system of generalized quasi-variational inclusion problems. MSC:49J40, 49K40, 90C31.
Highlights
1 Introduction Well-posedness plays a crucial role in the theory and methodology of scalar optimization problems
Motivated and inspired by research work mentioned above, in this paper, we study the LP and Hadamard well-posedness for the system of generalized quasi-variational inclusion problems
In Section, we introduce the concept of LP well-posedness for the system of generalized quasi-variational inclusion problems
Summary
The well-posedness for a system of generalized quasi-variational inclusion problems. Xiao-bo Li1, Ravi P Agarwal[2,3], Yeol Je Cho3,4* and Nan-jing Huang[1] Dedicated to Professor SS Chang on his 80th birthday.
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