Difference between revisions of "First-order method"

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(Created page with "In numerical analysis, methods that have at most linear local error are called '''first order methods'''. They are frequently based on Finite difference|finite differen...")
 
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* [[Finite difference]]
 
* [[Finite difference]]
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* [[Gradient descent]]
 
* [[Linear approximation]]
 
* [[Linear approximation]]
 
* [[Numerical analysis]]
 
* [[Numerical analysis]]

Latest revision as of 20:35, 12 October 2016

In numerical analysis, methods that have at most linear local error are called first order methods.

They are frequently based on finite differences, a local linear approximation.

See also

External links