Quasidifferentials in Kantorovich Spaces
E.K. Basaeva, A.G. Kusraev, and S.S. Kutateladze
TL;DR
This paper reviews quasidifferential calculus in Kantorovich spaces and derives necessary optimality conditions for multi-criteria optimization problems with quasidifferentiable data.
Contribution
It provides an overview of quasidifferential calculus in Kantorovich spaces and introduces necessary optimality conditions for complex optimization problems.
Findings
Developed quasidifferential calculus framework for Kantorovich spaces
Derived necessary optimality conditions for multi-criteria optimization
Enhanced understanding of quasidifferentiable mappings in functional analysis
Abstract
This is an overview of the quasidifferential calculus for the mappings that arrive at Kantorovich spaces. The necessary optimality conditions are also derived for multiple criteria optimization problems with quasidifferentiable data.
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