This project demonstrates the implementation of the Adams-Moulton Method, a numerical technique for solving ordinary differential equations (ODEs). The Adams-Moulton method is an explicit method for ...

Parabolic partial differential equations (PDEs) are fundamental in modelling a wide range of diffusion processes in physics, finance and engineering. The numerical ...

You can create a release to package software, along with release notes and links to binary files, for other people to use. Learn more about releases in our docs.

A mathematician has developed new methods for the numerical solution of ordinary differential equations. These so-called multirate methods are highly efficient for large systems, where some components ...

Fourier analysis and numerical methods have long played a pivotal role in the solution of differential equations across science and engineering. By decomposing complex functions into sums of ...

In 2004, I went to Beijing to do my undergraduate, and stayed there for six years before moving to the U.K. In the beginning I was in the department of computer science, but it didn’t really suit me.

Abstract: Analytically solving complex or large-scale differential equations is often difficult or even impossible, making numerical integration methods indispensable. However, as all numerical ...

An important characterization of a numerical method for first order ODE's is the region of absolute stability. If all eigenvalues of the linear problem y' = Ay are inside this region, the numerical ...