International Journal of Analysis and Applications | 2026
Authors: Noor K.I.; Noor M.A.; Hamdi A.
DOI: 10.28924/2291-8639-24-2026-107
Journal: International Journal of Analysis and Applications
Year: 2026
Publisher: Etamaths Publishing
Document Type: Article
Open Access: All Open Access; Gold Open Access
Cited by: 0
Some classes of harmonic-like quasi bifunction equilibrium inclusions are introduced and investigated. Using various techniques such as resolvent methods, auxiliary principle, dynamical systems coupled with finite difference approach, we suggest and analyze a number of new multistep iterative methods for solving harmonic-like quasi bifunction equilibrium inclusions. Convergence analysis of these methods is investigated under suitable conditions. Sensitivity analysis is also investigated. One can obtain a number of new classes of harmonic-like quasi function equlibrium problems by interchanging the role of operators. Various special cases are discussed as applications of the main results. Several open problems are suggested for future research. © 2026 the author(s).
convergence; dynamical system; equilibrium inclusions; fixed point; harmonic-like convex functions; iterative methods; sensitivity analysis