Category:Numerical Analysis

From Scholarpedia

Editor: Prof. William E. Schiesser, Lehigh University, USA
Editor: Prof. John Butcher, Mathematics Department, The University of Auckland, New Zealand
Editor: Dr. Barbara Zubik-Kowal, Department of Mathematics, Boise State University, Idaho, USA

Numerical analysis has the goal of constructing and analyzing approximate solutions to problems which cannot be solved exactly. These approximate solutions are applied in physics, astrophysics, engineering, chemistry, biology, medicine, economics and many other disciplines. Approximate solutions and computational simulations are important tools for the development of the many disciplines to which they are applied.

Articles in category "Numerical_Analysis"

There are 35 articles in this category.

B Backward differentiation formulas Boundary value problem C Computational simulations for cancer modelling D Delay partial differential equations Delay-differential equations Differential-algebraic equations F Finite element method Finite volume method Fractional partial differential equations G Galerkin methods General linear methods

I Initial value problems L Least-squares methods for PDEs Linear algebra - software issues Linear multistep method M Meshless methods for PDEs Method of lines Multigrid methods N Numerical analysis Numerical continuation Numerical linear algebra Numerical methods for nonlinear equations Numerical simulations for brain cancer dynamics

P Partial differential equation Pseudospectrum R Radial basis function Reaction-diffusion systems Runge-Kutta methods S Spectral methods Stiff delay equations Stiff systems Stochastic differential equations (numerical analysis) Sundials equation solvers V VFGEN W WENO methods