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沈卫平
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[11]何金苏.γ-条件下非精确牛顿类方法的半局部收敛性<sup>*</sup>.浙江师范大学学报(自然科学版).2017,第40卷(第1期):9-16
[12]魏婷婷.求解逆特征值问题的牛顿类方法的收敛判据.高等学校计算数学学报.2015,第37卷(第4期):312-325
[13]吴伟笛.求解非线性算子方程的两步组合方法的收敛性分析.应用数学进展.2017,第6卷(第1期)
[14]Shen, Weiping.A Generalized Inexact Newton Method for Inverse Eigenvalue Problems..Abstract and Applied Analysis.2014,Vol.2014
[15]Wei-ping Shen.Newton-type methods for inverse singular value problems with multiple singular values.Applied Numerical Mathematics.2016,Vol.109:138-156
[16]彭丽辉.《数学分析》教学模式改革探讨.教育教学论坛.2015(第8期):128-129
[17]Shen, Weiping.An Ulm-like Cayley Transform Method for Inverse Eigenvalue Problems with Multiple Eigenvalues..Numerical Mathematics: Theory, Methods & Applications.2016,Vol.9(No.4):664-685
[18]Weiping Shen.Kantorovich-type convergence criterion for inexact Newton methods.Applied Numerical Mathematics.2009,Vol.59(No.7):1599-1611
[19]Li,Chong.Local convergence of inexact methods under the H?lder condition..Journal of Computational and Applied Mathematics.2008,Vol.222(No.2):544-560
[20]王铭.非精确Newton法的半局部收敛性.浙江师范大学学报(自然科学版).2014(第1期):34-41
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