PERTURBATION_METHOD

作品数：174被引量：228H指数：6
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相关机构：中国船舶工业集团公司第708研究所首都师范大学上海交通大学北京理工大学更多>>
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Existence of Solutions for Systems of k-Dimensional Minkowski-Curvature Problems with Neumann Conditions
《Journal of Mathematical Research with Applications》2024年第1期35-42,共8页Ling XU Runjie LIU Xue BAI 
Supported by the National Natural Science Foundation of China(Grant Nos.11901464,12361040);the National Science Foundation of Gansu Province(Grant Nos.20JR10RA100,21JR1RA230);the Department of Education University Innovation Fund of Gansu Province(Grant Nos.2022A-218,2021A-006)。
We prove the existence of solutions of the system for nonlocal Neumann problems with Minkowski-curvature operator(r^(N−1) u′/√(p 1−u′^(2)))′=r^(N−1)f(r,u),r 2(0,1),u′(0)=0,u′(1)=∫_(0)^(-) u′(s)dg(s),where k,N...
关键词：Minkowski-curvature operator Perturbation method Neumann problem SOLUTIONS 
Existence of Nontrivial Solutions for a Class of Nonlinear Fractional Schrodinger-Poisson System被引量：1
《Journal of Mathematical Research with Applications》2022年第2期162-172,共11页Peng ZHANG Zhiqing HAN 
This paper is concerned with the following fractional Schrodinger-Poisson system:{-(Δ)^(s)u+u+φu=λf(u)in R^(3)-(Δ)^(α)φu=u^(2)in R^(3)where s∈(3/4,1),α∈(0,1),λis a positive parameter,(-△)^(s),(-△)^(α)are ...
关键词：fractional Schrodinger-Poisson system nontrivial solution perturbation method Moser iterative method 
A Newton-Based Perturbation Method for a Robust Inverse Optimization Problem
《Journal of Mathematical Research with Applications》2016年第6期741-753,共13页Zhiqiang JIA Jian GU Xiantao XIAO 
Supported by the National Natural Science Foundation of China(Grant No.11571059);the Fundamental Research Funds for the Central Universities(Grant No.DUT16LK30)
In this paper,we aim to solve an inverse robust optimization problem,in which the parameters in both the objective function and the robust constraint set need to be adjusted as little as possible so that a known feasi...
关键词：constraint inverse minimization formulate adjusted perturbation perturbed equality stopping conic 
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