This paper deals with the GPL-stability of the Implicit Runge-Kutta methods for the numerical solutions of the systems of delay differential equations. We focus on the stability behaviour of the ...

Numerical methods are the backbone of modern engineering and science. They provide computational techniques to approximate solutions for mathematical problems that are too complex, time-consuming, or ...

/src ├── notebooks/ # Jupyter Notebooks with analyses │ ├── numerical_basics.ipynb │ ├── optimization_and_polynomial_fitting.ipynb │ └── inverseproblems_and_imaging.ipynb │ ├── src/ # Reusable Python ...

This paper is concerned with numerical stability of nonlinear systems of pantograph equations. Numerical methods based on (k,l)—algebraically stable Runge-Kutta methods are suggested. Global and ...