This paper presents, in finite dimensions, some basic stability results for minima of proper, lower semicontinuous, quasi-convex functions with respect to the topology of epic on verge nee. Equipped with this topology the proper, lower semicontinuous, quasi-convex functions form a Baire space, and most such functions have unique minimizers (in the sense of Baire category).
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Beer et al. (1989) studied this question.
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