Projection-contraction algorithmNowadays, it is still difficult to analyze no-tension/compression materials by using commercial software packages, although the option of no-tension/compression constitutive law
1.Theprojection algorithmfor estimation of nonlinear system parameter;非线性系统参数估计的投影算法 2.Gradientprojection algorithmfor solving the convex feasibility problem凸可行问题的一种次梯度投影算法 3.A stabilization imaging system is proposed,and the feasibility of design and realization is verified by...
Moreover, some implementing details of the method are presented in this paper. Finally, preliminary numerical results are reported, which show that this simple algorithm is promising for this matrix nearness problem.doi:10.1155/2012/357954Xu M. H.Shao H....
Xue, G.L., Ye, Y.Y.: An efficient algorithm for minimizing a sum of Euclidean norms with applications. SIAM J. Optim. 7, 1017–1036 (1997) Article MATH MathSciNet Google Scholar Download references Acknowledgements The authors thank X.-L. Fu, M. Li, M. Tao and X.-M. Yuan for...
projection contraction algorithmThis paper studies a projective contraction algorithm for solving semidefinite programming problems. The interior point algorithm is a classic algorithm for solving semidefinite programming problems. It can be divided into feasible and infeasible algorithms according to whether ...
projection algorithmsweak convergenceIn real Hilbert spaces, for the purpose of trying to deal with the pseudo-monotone variational inequalities problem, we present a new extrapolation projection contraction algorithm based on the golden ratio in this study. Unlike ordinary inertial extrapola...
projection and contraction algorithmmonotone variational inequalityIn this paper, we propose a self-adaptive inertial projection and contraction algorithm, by combining backtracking search with the inertial projection and contraction algorithm, for solving monotone variational inequality in Hilbert space. This ...
Inertial projection and contraction algorithmLipschitz continuityQuasimonotone mappingsLarger step sizesThis paper deals with a class of inertial projection and contraction algorithms for solving a variational inequality problem involving quasimonotone and Lipschitz continuous mappings in Hilbert spaces. The ...
This paper considers an alternated inertial-type extrapolation algorithm for solving bilevel pseudomonotone variational inequality problem in the framework of real Hilbert spaces with split variational inequality and fixed-point constraints of demimetric mapping. The algorithm which involves alternated inertial...
An inertial projection and contraction algorithm for pseudomonotone variational inequalities without Lipschitz continuityMinglu Ye