Extrapolation: Difference between revisions

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# A straight-line estimation method where the estimated result lies beyond the range spanned by two or more known data points.
1.
# More generally, any estimation method where the estimated result lies beyond the range spanned by two or more known data points.  (Not necessarily using straight-line methods of estimation.)


::Extrapolation is generally a less reliable estimation method than Interpolation.
A straight-line estimation method, where the estimated result lies beyond the range spanned by two or more known data points.
 
 
2.
 
More generally, any estimation method where the estimated result lies beyond the range spanned by known data points. 
 
(Not necessarily using straight-line methods of estimation.)
 
 
Extrapolation is generally less reliable than [[interpolation]].
 
Extrapolation can be particularly unreliable when historical trends - for example historical growth rates - are projected into future periods.
 
Such misuse of extrapolation is especially error-prone when used for planning or valuation purposes.


::Extrapolation can be particularly unreliable when historical trends - for example historic growth rates - are projected into future periods for planning purposes.


== See also ==
== See also ==
* [[Approximation]]
* [[Approximation]]
* [[Compound Annual Growth Rate]]  (CAGR)
* [[Interpolation]]
* [[Interpolation]]
* [[MoM]]
* [[YOY]]
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[[Category:Investment]]
[[Category:Long_term_funding]]
[[Category:Compliance_and_audit]]
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[[Category:Identify_and_assess_risks]]
[[Category:Manage_risks]]
[[Category:Risk_frameworks]]
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[[Category:Financial_products_and_markets]]

Latest revision as of 07:57, 27 June 2022

1.

A straight-line estimation method, where the estimated result lies beyond the range spanned by two or more known data points.


2.

More generally, any estimation method where the estimated result lies beyond the range spanned by known data points.

(Not necessarily using straight-line methods of estimation.)


Extrapolation is generally less reliable than interpolation.

Extrapolation can be particularly unreliable when historical trends - for example historical growth rates - are projected into future periods.

Such misuse of extrapolation is especially error-prone when used for planning or valuation purposes.


See also