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    叶明露, 龚小兵. 解变分不等式的一种修正投影算法[J]. 内江师范学院学报, 2012, (2): 5-7.
    引用本文: 叶明露, 龚小兵. 解变分不等式的一种修正投影算法[J]. 内江师范学院学报, 2012, (2): 5-7.
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    YE Ming-lu, GONG Xiao-bing. A Modified Projection Method for Classical Variational Inequality[J]. Journal of Neijiang Normal University, 2012, (2): 5-7.
    Citation: YE Ming-lu, GONG Xiao-bing. A Modified Projection Method for Classical Variational Inequality[J]. Journal of Neijiang Normal University, 2012, (2): 5-7.
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    解变分不等式的一种修正投影算法

    A Modified Projection Method for Classical Variational Inequality

      摘要
    • 摘要: 通过进一步的限制投影区域来对Solodov.etc.的算法做了修正,从而得到一种新的二次投影算法,该算法具有更长的步长,并证明了该算法生成的无穷序列｛xk｝收敛到变分不等式的一个解

       

      Abstract: A modified projection method for classical variational inequalities is proposed through further restraining the projective zone. Such an algorithm turns out to have a long step size. The infinite sequence χk generated by such an algorithm proved to converge to a solution of the variational inequality.

       

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