Couple of the Variational Iteration Method and Legendre Wavelets for Nonlinear Partial Differential Equations by Fukang Yin, Junqiang Song, Xiaoqun Cao, Fengshun Lu

“…This paper develops a modified variational iteration method coupled with the Legendre wavelets, which can be used for the efficient numerical solution of nonlinear partial differential equations (PDEs). …”
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On Some Iterative Methods with Memory and High Efficiency Index for Solving Nonlinear Equations by Tahereh Eftekhari

“…Based on iterative methods without memory of eighth-order convergence proposed by Thukral (2012), some iterative methods with memory and high efficiency index are presented. …”
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The Savvy Survey #6b: Constructing Open-Ended Items for a Questionnaire by Jessica L. Gouldthorpe, Glenn D. Israel

“… This 4-page fact sheet provides an overview of constructing open-ended items for a questionnaire. It is part of the Savvy Survey Series. …”
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From Ancient Traditions to Modern Design: Interpretation of Some Ornaments on Leathercraft Items by Albina Khayrullina-Valieva

“…Due to the histor- ical succession, the art of leather mosaic stepped over the centuries, perfecting and improving its distinctive features. …”
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Iterative Construction of Fixed Points for Operators Endowed with Condition E in Metric Spaces by Junaid Ahmad, Kifayat Ullah, Hüseyin Işik, Muhammad Arshad, Manuel de la Sen

“…We provide some strong and Δ-convergence theorems for this class of mappings under the Agarwal iterative process. In order to support the main outcome, we procure an example of mappings endowed with the condition E and prove that its Agarwal iterative process is more effective than Mann and Ishikawa iterative processes. …”
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Effect of Exposure to Acidic Food Items on Dentin Characteristics: An ATR-FTIR Study by Mohammad A. Alebrahim, Ahmad S. Al-Hiyasat, Ali S. Ba Rajjash

“…ATR-FTIR spectroscopy is a powerful technique for unraveling the fine features of dentin; however, its use in the analysis of eroded dentin remains underexplored. …”
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Inertial Iteration for Split Common Fixed-Point Problem for Quasi-Nonexpansive Operators by Yazheng Dang, Yan Gao

“…Inspired by the note on split common fixed-point problem for quasi-nonexpansive operators presented by Moudafi (2011), based on the very recent work by Dang et al. (2012), in this paper, we propose an inertial iterative algorithm for solving the split common fixed-point problem for quasi-nonexpansive operators in the Hilbert space. …”
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A computationally efficient non‐iterative four‐parameter sine fitting method by Balázs Renczes, Vilmos Pálfi

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Reconsiderations on the Equivalence of Convergence between Mann and Ishikawa Iterations for Asymptotically Pseudocontractive Mappings by Haizhen Sun, Zhiqun Xue

“…Our aim in this paper is to illustrate that the proof of main theorem of Rhoades and Şoltuz (2003) concerning the equivalence between the convergences of Ishikawa and Mann iterations for uniformly L-Lipschitzian asymptotically pseudocontractive maps is incorrect and to provide its correct version.…”
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Variational Iteration Method of Dropping Shock Response for the Suspension Spring Packaging System by Shuang Song, An-Jun Chen

“…In accordance with dropping shock dimensionless cubic nonlinear dynamic equation of suspension spring system, by variational iteration method, a first-order approximate solution of the system was obtained. …”
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Iterative Method for Solving the Second Boundary Value Problem for Biharmonic-Type Equation by Dang Quang A., Nguyen Van Thien

“…The optimal value of the iterative parameter is found. Several numerical examples confirm the efficiency of the proposed method.…”
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Third-Order Neutral Delay Differential Equations: New Iterative Criteria for Oscillation by Osama Moaaz, Emad E. Mahmoud, Wedad R. Alharbi

“…This study is aimed at developing new criteria of the iterative nature to test the oscillation of neutral delay differential equations of third order. …”
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On efficient iterative schemes for finding all solutions of non-linear engineering problems by Mudassir Shams, Nasreen Kausar

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Novel Use of Household Items in Open and Robotic Surgical Skills Resident Education by Keri Rowley, Deepak Pruthi, Osamah Al-Bayati, Joseph Basler, Michael A. Liss

“…The aim of this study was to investigate the effectiveness of surgical simulators created using household items and to determine their potential role in surgical skills training. …”
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Graph Convergence and Iterative Approximation of Solution of a Set-Valued Variational Inclusions by Faizan Ahmad Khan, Sanjeev Gupta

“…Furthermore, we propose an iterative scheme involving the above class of proximal-point mapping to find a solution of SVIP and discuss its convergence under some convenient assumptions. …”
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A Survey on High-Order Internal Model Based Iterative Learning Control by Miao Yu, Sheng Chai

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The Savvy Survey #6b: Constructing Open-Ended Items for a Questionnaire by Jessica L. Gouldthorpe, Glenn D. Israel

“… This 4-page fact sheet provides an overview of constructing open-ended items for a questionnaire. It is part of the Savvy Survey Series. …”
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Iterative GA Optimization Scheme for Synthesis of Radiation Pattern of Linear Array Antenna by Sarayoot Todnatee, Chuwong Phongcharoenpanich

“…This research has proposed the iterative genetic algorithm (GA) optimization scheme to synthesize the radiation pattern of an aperiodic (nonuniform) linear array antenna. …”
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Inversion of the Laplace Transform from the Real Axis Using an Adaptive Iterative Method by Sapto W. Indratno, Alexander G. Ramm

“…We assume that the unknown function 𝑓(𝑡) is continuous with (known) compact support. An adaptive iterative method and an adaptive stopping rule, which yield the convergence of the approximate solution to 𝑓(𝑡), are proposed in this paper.…”
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Local Fractional Laplace Variational Iteration Method for Fractal Vehicular Traffic Flow by Yang Li, Long-Fei Wang, Sheng-Da Zeng, Yang Zhao

“…The nondifferentiable approximate solutions are obtained by using the local fractional Laplace variational iteration method, which is the coupling method of local fractional variational iteration method and Laplace transform. …”
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