Abstract
We establish that the local viability for a convex and compact valued upper Hausdorff continuous map on a convex and compact domain in a Banach space, implies the existence of an equilibrium.
We establish that the local viability for a convex and compact valued upper Hausdorff continuous map on a convex and compact domain in a Banach space, implies the existence of an equilibrium.
© 2022 Zoltán Kánnai, published by Corvinus University of Budapest
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