[HTML][HTML] A higher-order collocation technique based on Haar wavelets for fourth-order nonlinear differential equations having nonlocal integral boundary conditions
This article encounters the use of two wavelet methods, namely the collocation method
based on Haar wavelets (CMHW) and the higher-order collocation method based on Haar …
based on Haar wavelets (CMHW) and the higher-order collocation method based on Haar …
A high-order multi-resolution wavelet method for nonlinear systems of differential equations
In this article, the applications of the new Haar wavelet collocation methods called as Haar
wavelet collocation method (HWCM) and higher-order Haar wavelet collocation method (H …
wavelet collocation method (HWCM) and higher-order Haar wavelet collocation method (H …
Modified fractional homotopy method for solving nonlinear optimal control problems
W Qing, B Pan - Nonlinear Dynamics, 2024 - Springer
The fractional homotopy method, involving the incorporation of the homotopic parameter into
the derivatives of differential equations in nonlinear optimal control problems, has been …
the derivatives of differential equations in nonlinear optimal control problems, has been …
Contra-hormonic generalized fuzzy numerical scheme for solving mechanical engineering problems
Differential equations are employed in a variety of engineering and applied mathematics
fields, including mechanics, thermodynamics, and general relativity. It is occasionally …
fields, including mechanics, thermodynamics, and general relativity. It is occasionally …
A numerical solver based on Haar wavelet to find the solution of fifth-order differential equations having simple, two-point and two-point integral conditions
This article introduces a Haar wavelet-based numerical method for solving fifth-order linear
and nonlinear differential equations. This method easily handles both homogeneous and …
and nonlinear differential equations. This method easily handles both homogeneous and …
A higher-order collocation method based on Haar wavelets for integro-differential equations with two-point integral condition
In this article, the higher-order Haar wavelet collocation method (HCMHW) is investigated to
solve linear and nonlinear integro-differential equations (IDEs) with two types of conditions …
solve linear and nonlinear integro-differential equations (IDEs) with two types of conditions …
Sensitivity stability and feasibility analysis of epidemic measles using mathematical SEIR model
HA Bhavithra, S Sindu Devi - OPSEARCH, 2024 - Springer
The present study investigates the measles pandemic using a time-varying SEIR model. The
study identifies endemic equilibrium points, disease-free equilibrium points, and basic …
study identifies endemic equilibrium points, disease-free equilibrium points, and basic …
Modeling catalyst effectiveness factor with space-fractional derivative using Haar wavelet collocation method
O Zhokh - International Journal of Chemical Reactor Engineering, 2024 - degruyter.com
Mass transfer limitations may considerably affect the rate of a heterogeneous catalytic
process. The catalyst effectiveness factor is a quantitative measure of the impact of the …
process. The catalyst effectiveness factor is a quantitative measure of the impact of the …
[PDF][PDF] Dynamics of flight of the fragments with higher order Haar wavelet method.
Fragments that have an irregular shape and move at high speeds are difficult to assess
since experiments require high-tech solutions, and the differential equations that describe …
since experiments require high-tech solutions, and the differential equations that describe …
of the estonian academy of sciences
Fragments that have an irregular shape and move at high speeds are difficult to assess
since experiments require high-tech solutions, and the differential equations that describe …
since experiments require high-tech solutions, and the differential equations that describe …