Magnetic Solid-Phase Extraction Based on C18 Nanoparticles for the Determination of Pesticides in Aquaculture Water Samples by Margarita Kapsi, Vasileios Sakkas, Vasiliki Boti, Triantafyllos Albanis

“…The optimized method exhibited good linearity (R² > 0.9901) and satisfactory precision (Relative Standard deviations, RSDs < 15%). …”
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Finite Difference and Sinc-Collocation Approximations to a Class of Fractional Diffusion-Wave Equations by Zhi Mao, Aiguo Xiao, Zuguo Yu, Long Shi

“…We propose an efficient numerical method for a class of fractional diffusion-wave equations with the Caputo fractional derivative of order α. …”
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Local fractional Laplace transform iterative method for solving Korteweg–de Vries equation with the local fractional derivative by Gbenga O. Ojo, John O. Olaifa

“…Series solutions for the linear and nonlinear case were examined using the local fractional Laplace transform iterative method. …”
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Effective Approach to Calculate Analysis Window in Infinite Discrete Gabor Transform by Rui Li, Yong Huang, Jia-Bao Liu

“…By using the property of delta function, the original orthogonality can be expressed as a certain number of linear equation sets in both the critical sampling case and the oversampling case, which can be fast and efficiently calculated by fast discrete Fourier transform (FFT). …”
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Gate construction of block-encoding for Hamiltonians needed for simulating partial differential equations by Nikita Guseynov, Xiajie Huang, Nana Liu

“…This paper addresses an important gap by efficiently loading these Hamiltonians into the quantum computer through block-encoding. …”
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Spectral Shifted Jacobi Tau and Collocation Methods for Solving Fifth-Order Boundary Value Problems by A. H. Bhrawy, A. S. Alofi, S. I. El-Soubhy

“…We have presented an efficient spectral algorithm based on shifted Jacobi tau method of linear fifth-order two-point boundary value problems (BVPs). …”
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Semi-probabilistic assessment of existing bridge using simplified methods for estimation of variance by Lukáš Novák, Drahomír Novák

“…Recently, correlation interval approach together with novel Eigen ECoV were proposed by authors of this paper and theoretically proved to be an efficient and accurate alternative to existing methods. …”
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Tunable Piezophotonic Effect on Core-Shell Nanoparticles Prepared by Laser Ablation in Liquids under External Voltage by A. K. Kodeary, S. M. Hamidi

“…To obtain these NPs and composite materials, the targets were immersed in deionized water and a polymeric solution of polyvinyl pyrrolidone (PVP) under Nd:YAG laser pulses irradiation. Linear and nonlinear properties of these NPs were studied by optical spectroscopy and the Z-scan technique. …”
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State update algorithm for associative elastic-plastic pressure-insensitive materials by incremental energy minimization by N.A. Nodargi, E. Artioli, F. Caselli, P. Bisegna

“…An efficient method for the computation of the latter, its gradient and its Hessian is provided, using Haigh-Westergaard stress invariants. …”
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BFEX: A Toolbox for Finite Element Analysis With Fossils and Blender by E. Miguel Díaz de León‐Muñoz, Romain Boman, Gabriel S. Ferreira

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Multidimensional Polynomial Phase Estimation by Heedong Do, Namyoon Lee, Angel Lozano

“…Embodied by a highly compact sequential algorithm, this estimator is efficient at high signal-to-noise ratios (SNRs), exhibiting a computational complexity that is strictly linear in the number of observations and at most quadratic in the number of polynomial terms. …”
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Dual phase lag two temperature fractional thermoelasticity in the context of Green Naghdi type II by Sagar Sankeshwari, Vinayak Kulkarni

“… The linear thermoelasticity theory without energy dissipation developed by Green Naghdi has been reconstructed using two-phase lags and two temperature theory in the framework of the fractional time derivative. …”
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Fast Direct Solution of Electromagnetic Scattering from Left-Handed Materials Coated Target over Wide Angle by Guo-hua Wang, Ying-bao Geng

“…When solving the electromagnetic scattering problems over wide angle, the traditional method of moments (MoM) needs to repeat the solving process of dense systems of linear equations using the iteration method at each incident angle, which proved to be quite inefficient. …”
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Flood Simulation by a Well-Balanced Finite Volume Method in Tapi River Basin, Thailand, 2017 by Sutatip Vichiantong, Thida Pongsanguansin, Montri Maleewong

“…The model is solved numerically by our finite volume method with well-balanced property and linear reconstruction technique. This technique is accurate and efficient at solving for complex flows in the wet/dry interface problem. …”
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Covering-Based Rough Sets on Eulerian Matroids by Bin Yang, Ziqiong Lin, William Zhu

“…Rough set theory is an efficient and essential tool for dealing with vagueness and granularity in information systems. …”
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Quantum key distribution rates from non-symmetric conic optimization by Andrés González Lorente, Pablo V. Parellada, Miguel Castillo-Celeita, Mateus Araújo

“…It is a difficult optimization problem, that depends on minimizing a convex non-linear function: the (quantum) relative entropy. Standard conic optimization techniques have for a long time been unable to handle the relative entropy cone, as it is a non-symmetric cone, and the standard algorithms can only handle symmetric ones. …”
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A Low-Complexity Resource Allocation Algorithm for MIMO-OFDMA Multicast Systems with Spectrum-Guarantee Provisioning by Ioannis G. Fraimis, Stavros A. Kotsopoulos

“…The computational complexity is reduced from exponential to linear and validation of the proposed solution is achieved through various simulation scenarios in comparison with other multicast and unicast reference schemes used in MIMO-OFDMA systems. …”
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Multi-Objective Faculty Course Assignment Problem Based on the Double Parametric Form of Fuzzy Preferences by Sunil, B. Bhoi, Jayesh, M. Dhodiya

“…The fuzzy programming technique with linear membership function is applied to generate efficient and non-dominated allocations with better optimal values and degree of satisfaction of objective functions for different values of parameters α and β for fuzzy preferences. …”
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A Third-Order p-Laplacian Boundary Value Problem Solved by an SL(3,ℝ) Lie-Group Shooting Method by Chein-Shan Liu

“…Then, the closure property of the Lie-group is used to derive a linear transformation between the boundary values at two ends of a spatial interval. …”
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IMPACT OF EXTERNAL DEBTS ON ECONOMIC GROWTH IN NIGERIA by Ibrahim Yinka Agbeyinka

“…The data was subjected to linear regression analysis which was used to estimate the parameters of the model. …”
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