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Calmness of efficient solution maps in parametric vector optimization
2011
Journal of Global Optimization
The paper is concerned with the stability theory of the efficient solution map of a parametric vector optimization problem. Utilizing the advanced tools of modern variational analysis and generalized differentiation, we study the calmness of the efficient solution map. More explicitly, new sufficient conditions in terms of the Fréchet and limiting coderivatives of parametric multifunctions for this efficient solution map to have the calmness at a given point in its graph are established by
doi:10.1007/s10898-011-9651-z
fatcat:zlchpgwvpvgjpagv4xas3b4p4a