Integrated neuro‐evolution heuristic with sequential quadratic programming for second‐order prediction differential models
The current study presents a novel application of integrated intelligent computing solver for
numerical treatment of second‐order prediction differential models by exploiting the …
numerical treatment of second‐order prediction differential models by exploiting the …
Morlet wavelet neural network investigations to present the numerical investigations of the prediction differential model
In this study, a design of Morlet wavelet neural networks (MWNNs) is presented to solve the
prediction differential model (PDM) by applying the global approximation capability of a …
prediction differential model (PDM) by applying the global approximation capability of a …
[HTML][HTML] Numerical solution of delay differential equation using two-derivative Runge-Kutta type method with Newton interpolation
Numerical approach of two-derivative Runge-Kutta type method with three-stage fifth-order
(TDRKT3 (5)) is developed and proposed for solving a special type of third-order delay …
(TDRKT3 (5)) is developed and proposed for solving a special type of third-order delay …
Design of a Novel Second‐Order Prediction Differential Model Solved by Using Adams and Explicit Runge–Kutta Numerical Methods
In this study, a novel second‐order prediction differential model is designed, and numerical
solutions of this novel model are presented using the integrated strength of the Adams and …
solutions of this novel model are presented using the integrated strength of the Adams and …
On the solution of the delay differential equation via Laplace transform
E Cimen, S Uncu - Communications in Mathematics and …, 2020 - search.proquest.com
On the Solution of the Delay Differential Equation via Laplace Transform Page 1
Communications in Mathematics and Applications Vol. 11, No. 3, pp. 379–387, 2020 ISSN …
Communications in Mathematics and Applications Vol. 11, No. 3, pp. 379–387, 2020 ISSN …
Numerical approach for solving delay differential equations with boundary conditions
In the present paper, a fifth-order direct multistep block method is proposed for solving the
second-order Delay Differential Equations (DDEs) directly with boundary conditions using …
second-order Delay Differential Equations (DDEs) directly with boundary conditions using …
A trigonometrically fitted intra-step block Falkner method for the direct integration of second-order delay differential equations with oscillatory solutions
An intra-step block Falkner method whose coefficients depend on a parameter ω and the
step length h is presented in this study for solving numerically second-order delay …
step length h is presented in this study for solving numerically second-order delay …
A Class of Seventh Order Hybrid Extended Block Adams Moulton Methods for Numerical Solutions of First Order Delay Differential Equations
This paper considers the computational solution of some first order delay differential
equations (DDEs) using a class of seventh order Hybrid Extended Block Adams Moulton …
equations (DDEs) using a class of seventh order Hybrid Extended Block Adams Moulton …
Numerical solution of second-order linear delay differential and integro-differential equations by using Taylor collocation method
The main purpose of this work is to provide a numerical approach for linear second-order
differential and integro-differential equations with constant delay. An algorithm based on the …
differential and integro-differential equations with constant delay. An algorithm based on the …
[PDF][PDF] Implementation of third derivative block backward differentiation formulae for solving first order delay differential equations without interpolation techniques
The third derivative block backward differentiation formulae was developed for solving first
order delay differential equations without the implementation of interpolation techniques in …
order delay differential equations without the implementation of interpolation techniques in …