Arcwise \rho-connected functions and their generalizations in vector optimization over cones
Publish Year: 1402
Type: Journal paper
Language: English
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Document National Code:
JR_IJNAA-14-8_003
Index date: 26 September 2023
Arcwise \rho-connected functions and their generalizations in vector optimization over cones abstract
In this paper, we introduce a new class of arcwise \rho-K-connected, arcwise \rho-K-quasi connected and arcwise \rho-K-pseudo connected functions which encapsulate already known functions. Necessary and sufficient optimality conditions are established for a vector optimization problem over cones by involving these functions. Wolfe type and Mond-Weir type duals are formulated and corresponding duality results are also proved using these functions.
Arcwise \rho-connected functions and their generalizations in vector optimization over cones Keywords:
Arcwise \rho-connected functions and their generalizations in vector optimization over cones authors
Mamta Chaudhary
Department of Mathematics, Satyawati College, University of Delhi, Delhi ۱۱۰۰۰۷, India
Muskan Kapoor
Department of Mathematics, BPIT, GGSIPU, Delhi ۱۱۰۰۸۹, India
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