云南高校图书馆联盟文献共享服务平台- OPTIMALITY

OPTIMALITY_CONDITIONS: 作品数：63被引量：80H指数：5; 导出分析报告; 相关作者：冯强王荣波张庆祥更多>>; 相关机构：延安大学南昌大学更多>>; 相关期刊：《Computer Modeling in Engineering & Sciences》《Journal of Computational Mathematics》《Applied Mathematics》《Global Energy Interconnection》更多>>; 相关基金：国家自然科学基金山东省自然科学基金中国博士后科学基金陕西省教育厅科研计划项目更多>>

Optimality Conditions for Double-sparsity Constrained Optimization: 《数学进展》2024年第6期1145-1157,共13页WANG Dongrui XIU Naihua ZHOU Shenglong; Supported by the National Key R&D Program of China(No.2023YFA1011100);NSFC(No.12131004)。; Sparse optimization has witnessed advancements in recent decades,and the step function finds extensive applications across various machine learning and signal processing domains.This paper integrates zero norm and the...; 关键词：double-sparsity constrained optimization Lagrangian stationary point KKT point optimality condition

AN OPTIMAL CONTROL PROBLEM FOR A LOTKA-VOLTERRA COMPETITION MODEL WITH CHEMO-REPULSION被引量：1: 《Acta Mathematica Scientia》2024年第2期721-751,共31页Diana I.HERNÁNDEZ Diego A.RUEDA-GOMEZ Élder J.VILLAMIZAR-ROA; supported by Vicerrectoría de Investigación y Extensión of Universidad Industrial de Santander,Colombia,project 3704.; In this paper we study a bilinear optimal control problem for a diffusive Lotka-Volterra competition model with chemo-repulsion in a bounded domain of ℝ^(ℕ),N=2,3.This model describes the competition of two species in...; 关键词：LOTKA-VOLTERRA chemo-repulsion optimal control optimality conditions

A Modified Lagrange Method for Solving Convex Quadratic Optimization Problems: 《Open Journal of Optimization》2024年第1期1-20,共20页Twum B. Stephen Avoka John Christian J. Etwire; In this paper, a modified version of the Classical Lagrange Multiplier method is developed for convex quadratic optimization problems. The method, which is evolved from the first order derivative test for optimality o...; 关键词：Quadratic Programming Lagrangian Function Lagrange Multipliers Optimality Conditions Subsidiary Equations Modified Lagrange Method

Optimality Conditions for Generalized Convex Nonsmooth Uncertain Multi-objective Fractional Programming: 《Journal of the Operations Research Society of China》2023年第4期809-826,共18页Xiao Pan Guo-Lin Yu Tian-Tian Gong; supported by Natural Science Foundation of China(Nos.11861002 and 12171601);the Key Project of North Minzu University(No.ZDZX201804);the Construction Project of First-Class Disciplines in Ningxia Higher Education(NXYLXK2017B09);the Postgraduate Innovation Project of North Minzu Universit(No.YCX21157)..; This paper aims at studying optimality conditions of robust weak efficient solutions for a nonsmooth uncertain multi-objective fractional programming problem(NUMFP).The concepts of two types of generalized convex func...; 关键词：Multi-objective fractional programming Robust weak efficient solution Generalized convex function Optimality condition Saddle point

Approximate Weak Minimal Solutions of Set-Valued Optimization Problems: 《Journal of the Operations Research Society of China》2023年第3期673-692,共20页S.Khoshkhabar-amiranloo; Institute for Research in Fundamental Sciences(No.96580048).; This paper deals with approximate weak minimal solutions of set-valued optimization problems under vector and set optimality criteria.The relationships between various concepts of approximate weak minimal solutions ar...; 关键词：Set-valued optimization Approximate weak minimal solutions Existence theorems Optimality conditions Scalarization functions

Higher-Order (F,α,β,ρ,d,E)-Convexity in Fractional Programming: 《Journal of Mathematical Research with Applications》2023年第3期303-312,共10页Himanshu TIWARI Seema MEENA Deepak KUMAR D.B.OJHA; In this paper we define higher order (F,α,β,ρ,d,E)-convex function with respect to E-differentiable function K and obtain optimality conditions for nonlinear programming problem (NP) from the concept of higher orde...; 关键词：E-convexity higher order(F α β ρ d E)-convexity optimality conditions DUALITY fractional programming

Geodesic γ-Pre-E-Convex Functions on Riemannian Manifolds: 《Journal of Mathematical Research with Applications》2023年第3期324-334,共11页Seema MEENA D.B.OJHA; In this paper, we generalize geodesic E-convex function and define geodesic γ-pre-E-convex and geodesic γ-E-convex functions on Riemannian manifolds. The sufficient condition of equivalence class of geodesic γ-pre-...; 关键词：geodesic E-convex set geodesicγ-pre-E-convex function geodesicγ-E-convex function optimality conditions

Nonlinear Electrical Impedance Tomography Method Using a Complete Electrode Model for the Characterization of Heterogeneous Domains: 《Computer Modeling in Engineering & Sciences》2023年第3期1707-1735,共29页Jeongwoo Park Bong-Gu Jung Jun Won Kang; funded by the National Research Foundation of Korea,the Grant from a Basic Science and Engineering Research Project(NRF-2017R1C1B200497515);and the Grant from Basic Laboratory Support Project(NRF-2020R1A4A101882611).; This paper presents an electrical impedance tomography(EIT)method using a partial-differential-equationconstrained optimization approach.The forward problem in the inversion framework is described by a complete electr...; 关键词：Electrical impedance tomography complete electrode model inverse medium problem Karush-Kuhn-Tucker(KKT)optimality conditions nondestructive evaluation of structures

Medium-term scheduling of operating states in electric power systems: 《Global Energy Interconnection》2022年第5期472-483,共12页Aizenberg N. Palamarchuk S.; the State Assignment Project (No. FWEU-754 2021-0001) of the Basic Research Program of the Russian Federation 2021-2030; This article presents a mathematical model for the medium-term scheduling of the operating states of electric power systems.The scheduling period is divided into several time intervals.The model can be used to determi...; 关键词：SCHEDULING Mathematical model Optimality conditions Imperfect competition Equilibrium state Nodal prices.

Optimality Conditions for Minimax Optimization Problems with an Infinite Number of Constraints and Related Applications被引量：2: 《Acta Mathematicae Applicatae Sinica》2021年第2期251-263,共13页Li-nan ZHONG Yuan-feng JIN; supported by the National Natural Science Foundation of China(No.11761072);the Project of Jilin Science and Technology Development for Leading Talent of Science and Technology Innovation in Middle and Young and Team Project(No.20200301053RQ)。; This paper is concerned with the study of optimality conditions for minimax optimization problems with an infinite number of constraints,denoted by(MMOP).More precisely,we first establish necessary conditions for opti...; 关键词：minimax programming problem semi-infinite optimization limiting subdifferential multiobjective optimization approximate solutions

OPTIMALITY_CONDITIONS