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Corrections to: Efficient iterative solutions to complex-valued nonlinear least-squares problems with mixed linear and antilinear operators

机译：校正：利用混合线性和防电车操作员对复合非线性最小二乘问题的高效迭代解

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Tae Hyung Kim; Justin P. Haldar;
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1. Solvability and iterative algorithms for a system of generalized nonlinear mixed quasivariational inclusions with ( H i , η i ) -monotone operators [J] . Zeqing Liu, Lili Wang, Jeong Sheok Ume, Journal of inequalities and applications . 2012,第1期

机译：具有（H i，ηi）-单调算子的广义非线性混合拟变分包含组的可解性和迭代算法。
2. Solvability and iterative algorithms for a system of generalized nonlinear mixed quasivariational inclusions with ( H i , η i ) -monotone operators [J] . Zeqing Liu, Lili Wang, Jeong Sheok Ume, Journal of inequalities and applications . 2012,第1期

机译：具有（H i，ηi）-单调算子的广义非线性混合拟变分包含组的可解性和迭代算法。
3. Iterative processes with mixed errors for nonlinear equations with perturbed m-accretive operators in Banach spaces [J] . Jung JS., Cho YJ., Zhou HY. Applied mathematics and computation . 2002,第2a3期

机译：Banach空间中带有摄动m-增生算子的非线性方程的混合误差迭代过程
4. Perturbed Iterative Approximation of Common Fixed Points on Nonlinear Fuzzy and Crisp Mixed Family Operator Equation Couples in Menger PN-Spaces [C] . Heng-you Lan, Tian-xiu Lu, Huang-lin Zeng, Rough sets and knowledge technology . 2010

机译：Menger PN空间中非线性模糊和脆混合族算子方程对的公共不动点的扰动迭代逼近
5. SOLUTION OF NONLINEAR OPERATOR EQUATIONS VIA ITERATIVE AND CONTINUATION METHODS [D] . WHITNALL, GORDON, II. 1972

机译：通过迭代和延续方法解决非线性操作员方程的解
6. Nonlinear Least-Squares Based Method for Identifying and Quantifying Single and Mixed Contaminants in Air with an Electronic Nose [O] . Hanying Zhou, Margie L. Homer, Abhijit V. Shevade, 2006

机译：基于非线性最小二乘的电子鼻识别和量化空气中单一和混合污染物的方法
7. Solvability and iterative algorithms for a system of generalized nonlinear mixed quasivariational inclusions with (Hi,ηi)-monotone operators [O] . Zeqing Liu, Lili Wang, Jeong Ume, 2013

机译：具有（Hi，ηi）-单调算子的广义非线性混合拟变分包含系统的可解性和迭代算法
8. Iterated Deferred Corrections for Nonlinear Operator Equations [R] . Pereyra, V. 1967

机译：非线性算子方程的迭代推导修正

Corrections to: Efficient iterative solutions to complex-valued nonlinear least-squares problems with mixed linear and antilinear operators

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