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International Journal of Applied Nonlinear Science最新文献

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Evolutionary artificial intelligence in the Industry 4.0 to simulate static loads in railway tracks for geosynthetic-reinforced soil structures based geogrid 工业4.0中的进化人工智能模拟基于土工合成加筋土结构的土工格栅的铁路轨道静载荷
Q4 MATHEMATICS, APPLIED Pub Date : 2023-01-01 DOI: 10.1504/ijans.2023.10059135
R. Venkatakrishnaiah, M.A. Balasubramani, K.V.B. Raju
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引用次数: 0
Soliton solutions of space-time fractional Zoomeron differential equation 时空分数阶Zoomeron微分方程的孤子解
Q4 MATHEMATICS, APPLIED Pub Date : 2023-01-01 DOI: 10.1504/ijans.2023.10059378
Ifrah Iqbal, Muhammad Imran Asjad, Hamood Ur Rehman, Ali Akgül
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引用次数: 0
Some results on generalised Euler-type integrals related to the k-Wright function 关于k-Wright函数的广义欧拉型积分的一些结果
Q4 MATHEMATICS, APPLIED Pub Date : 2023-01-01 DOI: 10.1504/ijans.2023.133731
Muhammad Asif, Adnan Khan, Ali Akgül, Biniyam Shimelis
Special functions such that Zeta, Bessel, Whittaker, Struve, Airy, Weber-Hermite and k-Wright functions are obtained as a solution to complex differential equations in engineering. In this work, generalised Euler-type integrals involving k-Wright function are suggested. Some special cases of this type of generalised integrals that are corresponding to well-known results in the literature are also inferred. We also study extended beta and associated functions (Gauss hypergeometric and confluent hypergeometric functions) connected to k-Wright function. For the newly extended beta, Gauss hypergeometric and confluent hypergeometric functions.
得到了Zeta、Bessel、Whittaker、Struve、Airy、Weber-Hermite、k-Wright等特殊函数作为工程中复杂微分方程的解。本文提出了涉及k-Wright函数的广义欧拉型积分。本文还推导了与文献中已知结果相对应的这类广义积分的一些特殊情况。我们还研究了与k-Wright函数相关的扩展β函数和相关函数(高斯超几何函数和合流超几何函数)。对于新扩展的β,高斯超几何和合流超几何函数。
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引用次数: 0
A study of COVID-19 spread through zipper fractal interpolation 基于拉链分形插值的新型冠状病毒传播研究
Q4 MATHEMATICS, APPLIED Pub Date : 2023-01-01 DOI: 10.1504/ijans.2023.133725
N.A. Sneha, Kuldip Katiyar
This note aims to study a reconstruction model of pandemic curves based on fractal interpolation function point of view. The weekly confirmed positive cases starting from October 1, 2021 to April 14, 2022 of the ten countries, the UK, India, South Africa, Brazil, France, Netherlands, Australia, Italy, Belgium, and Israel has been studied by using the fractal techniques. The fractal interpolation scheme used in this paper, called zipper fractal interpolation function (ZFIF) is based on concept of zipper functions. The embedding of zipper function in fractal interpolation provides more flexibility and versatility to analyse the pandemic curves. The ZFIFs are then tested for a case study of above-mentioned countries and obtain many interesting results.
本文旨在研究一种基于分形插值函数的流行病曲线重建模型。采用分形方法对英国、印度、南非、巴西、法国、荷兰、澳大利亚、意大利、比利时、以色列等10个国家2021年10月1日至2022年4月14日每周确诊病例进行了研究。本文所采用的分形插值方案——拉链分形插值函数(ZFIF)是基于拉链函数的概念提出的。分形插值中拉链函数的嵌入为流行病曲线分析提供了更大的灵活性和通用性。然后在上述国家的案例研究中对ZFIFs进行了测试,并获得了许多有趣的结果。
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引用次数: 0
Adaptive recursive least squares method for parameter estimation of autoregressive models 自回归模型参数估计的自适应递归最小二乘方法
Q4 MATHEMATICS, APPLIED Pub Date : 2023-01-01 DOI: 10.1504/ijans.2023.133733
Shazia Javed, Ghida Nazir, Nazir Ahmad Chaudhry, Ali Akgül, Muhammad Farhan Tabassum
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引用次数: 0
Soliton solutions of space-time fractional Zoomeron differential equation 时空分数阶Zoomeron微分方程的孤子解
Q4 MATHEMATICS, APPLIED Pub Date : 2023-01-01 DOI: 10.1504/ijans.2023.133734
Hamood Ur Rehman, Muhammad Imran Asjad, Ifrah Iqbal, Ali Akgül
In the present work, Sardar subequation method (SSM) is exerted for seeking exact solutions of (2 + 1)-dimensional space-time fractional Zoomeron equation (FZE) in terms of conformable derivative (CD). The conformable derivative has much more capability than Riemann-Liouville and caputo derivative in solving the nonlinear fractional differential equation. The proposed method is extremely simple and very effective for finding exact solutions and then extracting solitons for the model. Bright, dark, singular, periodic singular and bright-dark hybrid soliton solutions are retrieved. Appropriate constraints are chosen for the obtained solitons to guarantee their existence. Moreover, from some obtained solutions, we draw its two-dimensional, contour and three-dimensional graphs by taking suitable values of parameters and then compare these graphs by changing the values of conformable derivative.
本文利用Sardar子方程法(SSM)求(2 + 1)维时空分数阶Zoomeron方程(FZE)的符合导数(CD)的精确解。适形导数在求解非线性分数阶微分方程方面具有比Riemann-Liouville和caputo导数更强的能力。该方法非常简单,可以有效地求出模型的精确解并提取孤子。检索了亮孤子解、暗孤子解、奇异孤子解、周期奇异孤子解和明暗混合孤子解。对得到的孤子选择适当的约束条件以保证其存在性。并根据得到的一些解,选取合适的参数值,绘制出其二维、等高线和三维图形,通过改变共形导数的值,对这些图形进行比较。
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引用次数: 0
Design of an optimal step-by-step sliding mode observer for multiple fractional-order chaotic synchronisation with an application to secure communication 多级分数阶混沌同步的最优步进滑模观测器设计及通信安全应用
Q4 MATHEMATICS, APPLIED Pub Date : 2023-01-01 DOI: 10.1504/ijans.2023.133727
Mahedi Abdelghani Atoussi, Slami Saadi, Bachir Nail
The aim of this study is to achieve the best synchronisation in a secure communication scheme by using two fractional-order chaotic systems (FOCS), one for the transmitter and the other for the receiver. This synchronisation is done with the assistance of the step-by-step sliding mode observer (SBS-SMO). To improve the observer's performance, a novel optimisation algorithm called the artificial hummingbird algorithm (AHA) had been used, which leads to selecting the best parameters for the observer instead of selecting them randomly. The proposed scheme succeeded in recovering the secret message that could be (signal, voice, etc.) in the receiver section in a finite period of time.
本研究的目的是通过使用两个分数阶混沌系统(FOCS),一个用于发送器,另一个用于接收器,在安全通信方案中实现最佳同步。这种同步是在逐步滑模观察器(SBS-SMO)的帮助下完成的。为了提高观测器的性能,采用了一种新的优化算法——人工蜂鸟算法(AHA),该算法为观测器选择最佳参数,而不是随机选择参数。该方案成功地在有限的时间内恢复了接收端可能存在的秘密消息(信号、语音等)。
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引用次数: 0
Generalisation of Ostrowski's type inequalities by using multi-step quadratic kernel 用多步二次核推广Ostrowski型不等式
Q4 MATHEMATICS, APPLIED Pub Date : 2023-01-01 DOI: 10.1504/ijans.2023.133724
Tasawar Abbas, Muhammad Mohsin Saleem Kamboh, Muhammad Sultan, Hafiz Muhammad Waseem Anwar, Ather Qayyum
The purpose of this paper is to provide a better version of Ostrowski's type integral inequalities. The inequalities are obtained by using a newly developed special type of nine-step quadratic kernel. The introduction of this new kernel gives some new error bounds for various quadrature rules. Applications for composite quadrature rules are also considered.
本文的目的是提供Ostrowski型积分不等式的一个更好的版本。利用新提出的一种特殊类型的九步二次核得到了这些不等式。新核的引入为各种正交规则提供了新的误差界。还考虑了复合正交规则的应用。
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引用次数: 0
期刊
International Journal of Applied Nonlinear Science
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