Stability Analysis of Jacobian-Free Newton’s Iterative Method by Abdolreza Amiri, Alicia Cordero, Mohammad Taghi Darvishi, Juan R. Torregrosa

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Improved iterative methods for solving risk parity portfolio by Jaehyuk Choi, Rong Chen

“…This study improves two existing iterative methods: the cyclical coordinate descent (CCD) and Newton methods. …”
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On an iterative method without inverses of derivatives for solving equations by Ioannis K. Argyros , Santhosh George

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COMPARISON OF HOLOGRAPHIC AND ITERATIVE METHODS FOR AMPLITUDE OBJECT RECONSTRUCTION by I. A. Shevkunov, N. V. Petrov

“…The comparison proved that the iterative method based on 2D Fresnel transform gives results comparable with the result of common holographic method with the Fourier-filtering. …”
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Symmetry in the Multidimensional Dynamical Analysis of Iterative Methods with Memory by Alicia Cordero, Neus Garrido, Juan R. Torregrosa, Paula Triguero-Navarro

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Iterative Methods for the Computation of the Perron Vector of Adjacency Matrices by Anna Concas, Lothar Reichel, Giuseppe Rodriguez, Yunzi Zhang

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Asymptotic Iteration Method in Single and Multilayered Quantum Dots by Heba Sabry Fahim

Subjects: “…asymptonic iteration method…”
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An improvement for the area of convergence of the accelerated overrelaxation iterative method by M. Madalena Martins

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On iterative methods for some elliptic equations with nonlocal conditions by Olga Štikonienė, Mifodijus Sapagovas, Regimantas Čiupaila

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Digital Predistortion Combined with Iterative Method for MIMO Transmitters by Moushu Yang, Yongle Wu, Xin Hu, Weimin Wang

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An iterative method for robust in-line phase contrast imaging by Aidan J Carroll, Grant A van Riessen, Eugeniu Balaur, Igor P Dolbnya, Giang N Tran, Andrew G Peele

“…We present an iterative near-field in-line phase contrast method that allows quantitative determination of the thickness of an object given the refractive index of the sample material. The iterative method allows for quantitative phase contrast imaging in regimes where the contrast transfer function (CTF) and transport of intensity equation (TIE) cannot be applied. …”
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Evaluation of iterative methods for solving nonlinear scalar equations by M. Rezaiee-Pajand, A. Arabshahi, N. Gharaei-Moghaddam

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Updating the Landweber Iteration Method for Solving Inverse Problems by Hassan K. Ibrahim Al-Mahdawi, Hussein Alkattan, Mostafa Abotaleb, Ammar Kadi, El-Sayed M. El-kenawy

“…The Landweber iteration method is one of the most popular methods for the solution of linear discrete ill-posed problems. …”
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Correction of ADC Errors by Additive Iterative Method with Dithering by Kamenský M., Kováč K.

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On the convergence of a class of iterative methods in Frechet spaces by Sever Groze

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Asymptotic iteration method for solving Hahn difference equations by Lucas MacQuarrie, Nasser Saad, Md. Shafiqul Islam

“…Abstract Hahn’s difference operator D q ; w f ( x ) = ( f ( q x + w ) − f ( x ) ) / ( ( q − 1 ) x + w ) $D_{q;w}f(x) =({f(qx+w)-f(x)})/({(q-1)x+w})$ , q ∈ ( 0 , 1 ) $q\in (0,1)$ , w > 0 $w>0$ , x ≠ w / ( 1 − q ) $x\neq w/(1-q)$ is used to unify the recently established difference and q-asymptotic iteration methods (DAIM, qAIM). The technique is applied to solve the second-order linear Hahn difference equations. …”
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Newton type iterative methods with higher order of convergence by Pankaj Jain, Chet Raj Bhatta, Jivandhar Jnawali

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Aggregation-iterative analogues and generalizations of projection-iterative methods by Shuvar B.F., Obshta A.F., Kopach M.I.

Subjects: “…Projection-iterative methods…”
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Approximation of iterative methods for altering points problem with applications by Aysha Khan, Mohammad Akram, Mohammad Dilshad

Subjects: “…iterative methods…”
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Optimal efficiency indexes for iterative methods of interpolatory type by I. Pavaloiu

“…The paper is concerned with the order of convergence and the efficiency index of iterative methods of interpolatory type for solving scalar equations. …”
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