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cointegration

Terms vs Cointegration - What's the difference?

terms | cointegration |


As nouns the difference between terms and cointegration

is that terms is while cointegration is (mathematics) the condition of two non-stationary time series whose linear combination is stationary.

Cointegration vs Regression - What's the difference?

cointegration | regression |


As nouns the difference between cointegration and regression

is that cointegration is (mathematics) the condition of two non-stationary time series whose linear combination is stationary while regression is regression.

Cointegration vs Cointegrating - What's the difference?

cointegration | cointegrating |


As a noun cointegration

is the condition of two non-stationary time series whose linear combination is stationary.

As an adjective cointegrating is

that takes part in cointegration.

Cointegrated vs Cointegration - What's the difference?

cointegrated | cointegration | Related terms |

Cointegrated is a related term of cointegration.


In mathematics|lang=en terms the difference between cointegrated and cointegration

is that cointegrated is (mathematics) describing time series subject to cointegration while cointegration is (mathematics) the condition of two non-stationary time series whose linear combination is stationary.

As an adjective cointegrated

is (mathematics) describing time series subject to cointegration.

As a noun cointegration is

(mathematics) the condition of two non-stationary time series whose linear combination is stationary.

Stationary vs Cointegration - What's the difference?

stationary | cointegration |


As nouns the difference between stationary and cointegration

is that stationary is one who, or that which, is stationary, such as a planet when apparently it has neither progressive nor retrograde motion while cointegration is (mathematics) the condition of two non-stationary time series whose linear combination is stationary.

As an adjective stationary

is not moving.

Combination vs Cointegration - What's the difference?

combination | cointegration |


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.

Linear vs Cointegration - What's the difference?

linear | cointegration |


As an adjective linear

is linear (in mathematics, of first-degree polynomial).

As a noun cointegration is

(mathematics) the condition of two non-stationary time series whose linear combination is stationary.