In this paper,we establish the stable results for a system of simultaneous general-ized vector quasi-equilibrium problems(SSGVQEP)by using its bounded rationality model.Under the abstract frame,a unified well-posednes...In this paper,we establish the stable results for a system of simultaneous general-ized vector quasi-equilibrium problems(SSGVQEP)by using its bounded rationality model.Under the abstract frame,a unified well-posedness on Hadamard types and Tikhonov types well-posedness for SSGVQEP is introduced.Moreover,sufficient condition for the well-posedness of SSGVQEP is given.Finally,we prove that the majority(in Baire category sense)of SSGVQEP is structural stability.展开更多
基金This research was supported by the National Natural Science Foundation of China(Nos.11761023 and 11561013)Support Plan for Science and Technology Top-notch Talents of Guizhou Higher Education Institutions(No.2017[081])+1 种基金Natural Science Foundation of Guizhou Normal College(No.2017BS009)Natural Science Foundation of Guizhou Province(Nos.[2017]5788,LH[2017]7723 and[2016]5609).
文摘In this paper,we establish the stable results for a system of simultaneous general-ized vector quasi-equilibrium problems(SSGVQEP)by using its bounded rationality model.Under the abstract frame,a unified well-posedness on Hadamard types and Tikhonov types well-posedness for SSGVQEP is introduced.Moreover,sufficient condition for the well-posedness of SSGVQEP is given.Finally,we prove that the majority(in Baire category sense)of SSGVQEP is structural stability.
