In mathematics|lang=en terms the difference between combination and cointegration
is that combination is (mathematics) one or more elements selected from a set without regard to the order of selection while cointegration is (mathematics) the condition of two non-stationary time series whose linear combination is stationary.
As nouns the difference between combination and cointegration
is that combination is the act of combining, the state of being combined or the result of combining while cointegration is (mathematics) the condition of two non-stationary time series whose linear combination is stationary.
combination
English
Noun
(
en noun)
The act of combining, the state of being combined or the result of combining.
An object formed by combining.
A sequence of numbers or letters used to open a combination lock.
(mathematics) One or more elements selected from a set without regard to the order of selection.
An association or alliance of people for some common purpose.
(billiards) A combination shot; a billiard; a shot where the cue ball hits a ball that strikes another ball on the table.
motorcycle and sidecar
Derived terms
* recombination
Related terms
* combinative
* combinatory
* combine
Synonyms
*(act of combining) fusion, merger
Antonyms
* (act of combining) division, separation
* (mathematics) permutation
See also
* permutation
cointegration
English
Noun
(
wikipedia cointegration)
(mathematics) The condition of two non-stationary time series whose linear combination is stationary
Related terms
* cointegrated
