Retraction notice to "Analysis of Conocurvone, Ganoderic acid A and Oleuropein molecules against the main protease molecule of COVID-19 by in silico approaches: Molecular dynamics docking studies" [Engineering Analysis with Boundary Elements volume 150 (2023) Pages 583-598] [0.03%]
撤销《通过计算方法分析康诺考夫酮、 Ganoderic 酸 A 和橄榄苦苷分子对 COVID-19 主要蛋白酶分子的作用：分子动力学对接研究》[工程分析与边界元法 第150卷(2023)583-598页]的撤稿通知
Quynh Hoang Le,Bahareh Farasati Far,S Mohammad Sajadi et al.
Quynh Hoang Le et al.
[This retracts the article DOI: 10.1016/j.enganabound.2023.02.043.]. © 2023 Elsevier Ltd. All rights reserved.
Retraction of Publication
Engineering analysis with boundary elements. 2023 Nov:156:239. DOI:10.1016/j.enganabound.2023.08.015 2023
Analysis of Conocurvone, Ganoderic acid A and Oleuropein molecules against the main protease molecule of COVID-19 by in silico approaches: Molecular dynamics docking studies [0.03%]
基于计算方法的康诺考尔沃宁、 Ganoderic 酸 A 和橄榄苦苷分子对 COVID-19 主蛋白酶分子的作用分析：分子动力学对接研究
Quynh Hoang Le,Bahareh Farasati Far,S Mohammad Sajadi et al.
Quynh Hoang Le et al.
Traditional medicines against COVID-19 have taken important outbreaks evidenced by multiple cases, controlled clinical research, and randomized clinical trials. Furthermore, the design and chemical synthesis of protease inhibitors, one of t...
Numerical solution of COVID-19 pandemic model via finite difference and meshless techniques [0.03%]
有限差分和无网格技术COVID-19流行病模型的数值解
Rahat Zarin,Siraj-Ul-Islam,Nadeem Haider et al.
Rahat Zarin et al.
In the present paper, a reaction-diffusion epidemic mathematical model is proposed for analysis of the transmission mechanism of the novel coronavirus disease 2019 (COVID-19). The mathematical model contains six-time and space-dependent cla...
A mathematical model of coronavirus transmission by using the heuristic computing neural networks [0.03%]
利用启发式计算神经网络建立新冠病毒传播的数学模型
Zulqurnain Sabir,Adi Asmara,Sanaullah Dehraj et al.
Zulqurnain Sabir et al.
In this study, the nonlinear mathematical model of COVID-19 is investigated by stochastic solver using the scaled conjugate gradient neural networks (SCGNNs). The nonlinear mathematical model of COVID-19 is represented by coupled system of ...
SARS-CoV-2 rate of spread in and across tissue, groundwater and soil: A meshless algorithm for the fractional diffusion equation [0.03%]
一种无网格算法计算冠状病毒在组织、地下水中以及土壤间的传播速率：分数扩散方程
O Bavi,M Hosseininia,M H Heydari et al.
O Bavi et al.
The epidemiological aspects of the viral dynamic of the SARS-CoV-2 have become increasingly crucial due to major questions and uncertainties around the unaddressed issues of how corpse burial or the disposal of contaminated waste impacts ne...
An arbitrary Lagrangian Eulerian smoothed particle hydrodynamics (ALE-SPH) method with a boundary volume fraction formulation for fluid-structure interaction [0.03%]
一种基于界面体积分数的任意拉格朗日欧拉光滑粒子流体动力学（ALE-SPH）方法求解流固耦合问题
Bruno Jacob,Brian Drawert,Tau-Mu Yi et al.
Bruno Jacob et al.
We present a new weakly-compressible smoothed particle hydrodynamics (SPH) method capable of modeling non-slip fixed and moving wall boundary conditions. The formulation combines a boundary volume fraction (BVF) wall approach with the trans...
ZZ-Type a posteriori error estimators for adaptive boundary element methods on a curve [0.03%]
基于曲线上适应性边界元法的ZZ型后验误差估计子
Michael Feischl,Thomas Führer,Michael Karkulik et al.
Michael Feischl et al.
In the context of the adaptive finite element method (FEM), ZZ-error estimators named after Zienkiewicz and Zhu (1987) [52] are mathematically well-established and widely used in practice. In this work, we propose and analyze ZZ-type error ...
A posteriori error estimates for the Johnson-Nédélec FEM-BEM coupling [0.03%]
Johnson-Nédélec杂交边元与有限元耦合的后验误差估计
M Aurada,M Feischl,M Karkulik et al.
M Aurada et al.
Only very recently, Sayas [The validity of Johnson-Nédélec's BEM-FEM coupling on polygonal interfaces. SIAM J Numer Anal 2009;47:3451-63] proved that the Johnson-Nédélec one-equation approach from [On the coupling of boundary integral a...
A boundary integral approach to analyze the viscous scattering of a pressure wave by a rigid body [0.03%]
边界积分法分析刚性物体对压力波的粘性散射问题
Dorel Homentcovschi,Ronald N Miles
Dorel Homentcovschi
The paper provides boundary integral equations for solving the problem of viscous scattering of a pressure wave by a rigid body. By using this mathematical tool uniqueness and existence theorems are proved. Since the boundary conditions are...