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AN ITERATED-SUBSPACEMINIMIZATION METHODS WITHSYMMETRIC RANK-ONE UPDATING 被引量:1
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作者 徐徽宁 孙麟平 《Numerical Mathematics A Journal of Chinese Universities(English Series)》 SCIE 2004年第2期233-240,共8页
We consider an Iterated-Subspace Minimization(ISM) method for solving large-scale unconstrained minimization problems. At each major iteration of the method,a two-dimensional manifold, the iterated subspace, is constr... We consider an Iterated-Subspace Minimization(ISM) method for solving large-scale unconstrained minimization problems. At each major iteration of the method,a two-dimensional manifold, the iterated subspace, is constructed and an approximate minimizer of the objective function in this manifold then determined, and a symmetric rank-one updating is used to solve the inner minimization problem. 展开更多
关键词 大型无约束最优化 迭代子空间最小化 无约束规划 对称秩单较正
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