[HTML][HTML] A numerical method for solving the nonlinear equations of Emden-Fowler models
AMS Mahdy - Journal of Ocean Engineering and Science, 2022 - Elsevier
These equations are of much significance in Newtonian astrophysics and the constant n is
named the polytropic sort. In this paper, we are enthused about considering another …
named the polytropic sort. In this paper, we are enthused about considering another …
Mathematical analysis of fractional-order Caputo's derivative of coronavirus disease model via Laplace Adomian decomposition method
Background The world's survival ability has been threatened by the COVID-19 outbreak. The
possibility of the virus reemerging in the future should not be disregarded, even if it has been …
possibility of the virus reemerging in the future should not be disregarded, even if it has been …
[HTML][HTML] Mathematical analysis and simulations for a Caputo-Fabrizio fractional COVID-19 model
In this paper, a novel approach for modeling the spread of highly infectious and dangerous
viruses, particularly focusing on the COVID-19 pandemic is presented. The proposed model …
viruses, particularly focusing on the COVID-19 pandemic is presented. The proposed model …
[HTML][HTML] Numerical solution and dynamical behaviors for solving fractional nonlinear Rubella ailment disease model
In this manuscript, we work on the essential collocation technique via utilizing the shifted
second Chebyshev polynomials type (SSCPT). The numeral technique for unraveling the …
second Chebyshev polynomials type (SSCPT). The numeral technique for unraveling the …
Use of optimal control in studying the dynamical behaviors of fractional financial awareness models
Around there, we new examination has been done on past investigations of perhaps the
main numerical models that portray the worldwide monetary development and that is …
main numerical models that portray the worldwide monetary development and that is …
A numerical method for solving the Rubella ailment disease model
In this paper, we work on the fundamental collocation strategy using the moved Vieta–Lucas
polynomials type (SVLPT). A numeral method is used for unwinding the nonlinear Rubella …
polynomials type (SVLPT). A numeral method is used for unwinding the nonlinear Rubella …
[PDF][PDF] Optimal and memristor-based control of a nonlinear fractional tumor-immune model
In this article, the reduced differential transform method is introduced to solve the nonlinear
fractional model of Tumor-Immune. The fractional derivatives are described in the Caputo …
fractional model of Tumor-Immune. The fractional derivatives are described in the Caputo …
On some recent advances in fractional order modeling in engineering and science
In this chapter, we discuss and illustrate recent developments in the areas of the application
of fractional calculus. We adopt the basic knowledge of the fractional operator, especially the …
of fractional calculus. We adopt the basic knowledge of the fractional operator, especially the …
[PDF][PDF] Mathematical modeling for solving fractional model cancer bosom malignant growth
Mathematical modeling for solving fractional model cancer bosom malignant growth Page 1
AIMS Biophysics, 10(3): 263–280. DOI: 10.3934/biophy.2023018 Received: 29 June 2023 …
AIMS Biophysics, 10(3): 263–280. DOI: 10.3934/biophy.2023018 Received: 29 June 2023 …
[HTML][HTML] Computational simulations for solving nonlinear composite oscillation fractional
In this document, we are keen on showing the rough scientific answers for fragmentary
differential conditions by utilizing the Vieta-Lucas polynomial procedure. The fractional …
differential conditions by utilizing the Vieta-Lucas polynomial procedure. The fractional …