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Optimality Conditions and Duality for Nonsmooth Multiobjective Continuous-Time Problems

S. Nobakhtian, Mohamad R. Pouryayevali

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Abstract

In this chapter we present some classes of nonsmooth continuous-time problems. Optimality conditions under certain structure of generalized convexity are derived for these classes. Subsequently, two dual models are formulated and weak and strong duality theorems are established.

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What this paper is about

In this chapter we present some classes of nonsmooth continuous-time problems. Optimality conditions under certain structure of generalized convexity are derived for these classes. Subsequently, two dual models are formulated and weak and strong duality theorems are established.

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Available abstract

In this chapter we present some classes of nonsmooth continuous-time problems. Optimality conditions under certain structure of generalized convexity are derived for these classes. Subsequently, two dual models are formulated and weak and strong duality theorems are established.

Key concepts: Convexity, Duality (order theory), Mathematics, Dual (grammatical number), Strong duality, Mathematical optimization, Applied mathematics, Mathematical economics

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