A branch of mathematics that studies the use of repeated discrete operations to find approximate solutions to continuous equations.
Subcategories 10
Related categories 1
Sites 12
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- Numerical Methods A guide to on-line resources.
- Interval Computations Indexes links relating to interval arithmetic and related issues.
- Tomasz Plewa's Numerical Analysis Directory Directory of sites containing software for numerical analysis (mainly in Fortran).
- Level Set and Fast Marching Methods: Tracking moving interfaces in computational geometry, materials sciences, robotics, image processing, and fluid mechanics; numerical techniques based on partial differential equations.
- Domain Decomposition Organization Bergen, Norway. Information about the annual international Domain Decomposition meeting, links to people working in the field and information about books and other material related to Domain Decomposition.
- Newton's Method and High-order Iterations Newton's iteration : History, convergence results, Halley's iteration and high order new iterations. A web text in HTML and PostScript.
- SQRT - Algorithms for Calculating the Square Root Describing two major algorithms: one efficient in terms of size, the other in terms of speed. English/Portuguese.
- Orthogonal Polynomials and Special Functions SIAM activity group. Newsletter, conferences, bibliography, reports, history, jobs, other resources.
- Foundations of Computational Mathematics (FoCM) A nonprofit organization that supports and promotes research on foundations of computational mathematics.
- Holistic Numerical Methods Institute A collection of resources on numerical methods aimed at undergraduates, maintained at the University of South Florida.
- Solve Equations by Successive Approximations Approximation formulae to compute real and complex solutions of equations in a spreadsheet.
- Numerical Methods for PDEs with Java Applets Distance learning course dealing with finite differences / elements, Monte-Carlo, Fourier and Lagrangian methods for the advection, diffusion, wave, Schrodinger, Burger and KdV equations. The commercial version of a course taught to science and engineering students at the Royal Institute of Technology in Stockholm (Sweden).