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- Title
A class of higher-order symmetry duality in vector optimization problem under strongly higher-order (Q, T, τ, ϑ, e)-pseudoconvexity assumptions.
- Authors
Singh, Kuldeep; Kumar, Arvind; Tiwari, Awanish Kumar; Singh, Teekam; Dubey, Ramu
- Abstract
In this article, we studied a new types of classes of higher-order (Q, T, τ, ϑ, e)-pseudoconvex functions and strongly higher -order (Q, T, τ, ϑ,e)-pseudoconvex functions those generalizations of the higher-order (Q, T, τ, ϑ, e)-pseudoconvex functions presented in the previous research papers. New type of higher-order symmetric dual multiobjective nonlinear problems formulate over arbitrary cones. In addition,appropriate duality results derive with higher-order (Q, T, τ, ϑ, e)-pseudoconvex functions and strongly higher-order (Q, T, τ, ϑ, e)-pseudoconvex functions over arbitrary cones.
- Publication
Nonlinear Studies, 2022, Vol 29, Issue 3, p677
- ISSN
1359-8678
- Publication type
Academic Journal