2021•AIP conference proceedingsRequires access
Higher-order fractional programming problem and their duality theorems in vector optimization with cone-η − invex functions
Tarun Kumar Gupta, Rajesh Tripathi, Chetan Swarup, Kuldeep Singh, Ramu Dubey, Vishnu Narayan Mishra
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Abstract
In this paper, we introduce a new type of generalized higher-order K-η- invex function. Wolfe-type higher-order fractional dual is proposed and corresponding duality theorems are proved. Also, we introduce generalize lemma 1 and 2, for proving Strong Duality Theorem.