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- W3119935975 abstract "In mathematical economics, the used functions are, in general, considered to be quasiconcave. Moreover, they are, in many cases, separable of nature. It is known that a local maximum of a quasiconcave function is not, in general, a global maximum. In this paper we will show that this property is true when the quasiconcave function is furthermore separable. Sufficient optimality conditions for a separable quasiconcave programming will be studied in both differentiable and nondifferentiable cases. Thanks to separability condition, quasiconcave functions have nice properties in optimization problems." @default.
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- W3119935975 date "2021-01-12" @default.
- W3119935975 modified "2023-09-27" @default.
- W3119935975 title "Sufficient optimality conditions for a separable product quasiconcave programming" @default.
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