There must be more I can't think of off hand.
It is the study of algorithms that use numerical values for the problems of continuous mathematics.
numerical analysis application
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Numerical Analysis - an area of mathematics that uses various numerical methods to find numerical approximations to mathematical problems, while also analysing those methods to see if there is any way to reduce the numerical error involved in using them, thus resulting in more reliable numerical methods that give more accurate approximations than previously.
h, being the step size of an algorithm in numerical analysis, is always (b-a)/N where x is in the interval [a, b] and N is the number of iterations in the algorithm.
It is the study of algorithms that use numerical values for the problems of continuous mathematics.
numerical analysis application
On the web you can use Wolfram-Alpha for algebra, calculus and numerical analysis (link below). For numerical calculations you can use Google. On you own computer GeoGebra can be helpful for displaying functions and other tasks (link below).
The mathematical and computer science that helps creates and analyzes algorithms is called numerical analysis. People use this to help answer problems in the science, medical and engineering fields.
SIAM Journal on Numerical Analysis was created in 1964.
Leslie Fox Prize for Numerical Analysis was created in 1985.
Annie Cuyt has written: 'Nonlinear methods in numerical analysis' -- subject(s): Numerical analysis
Rainer Kress has written: 'Numerical analysis' -- subject(s): Numerical analysis 'Mathematical Methods of Plasmaphysics'
Mamoru Kurata has written: 'Numerical analysis for semiconductor devices' -- subject(s): Numerical analysis, Semiconductors
teacher and general scientists
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Numerical Analysis - an area of mathematics that uses various numerical methods to find numerical approximations to mathematical problems, while also analysing those methods to see if there is any way to reduce the numerical error involved in using them, thus resulting in more reliable numerical methods that give more accurate approximations than previously.