<p>In general, we can run lag of response variable or lag of explanatory variable on regressand. The former (running lag of response variable on response variable is called auto-correlation), can I ask what is the name of the second regression (running lag of regressor on regressand)</p>

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2021-10-01T11:58:01.617Z
Hi @Nguyen. My preference would be for you to just stick to the same terminology in such as small passage. Also - strictly speaking, persistence between $y_t(t =1,2... T)$ is only regarded as 'auto-correlation' when we normalised the coefficients on these terms.
EB3112
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2021-10-01T13:57:06.847Z
@Nguyen Do you mean regressing $y_t$ on $x_t$ and $x_{t-1}$? See https://en.wikipedia.org/wiki/Distributed_lag
chan1142
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2021-10-01T13:59:52.667Z
Hi: You've used three terms in your question: response variable, explanatory variable and regressand. I'm not sure which but one of them has to be redundant.
mark leeds
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2021-10-01T14:36:19.557Z
@markleeds regressand is synonym for response variable which are both synonyms for dependent variable
1muflon1
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2021-10-01T14:36:43.597Z
@chan1142 consider expanding your comment to an answer
1muflon1
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2021-10-01T18:52:31.207Z
@chan1142, thank you, I got the answer from your comment. But you can consider expand it to an answer that people can benefit from that. Thanks
Nguyen Lis
<econometrics><nonexpert>
What is the name of using lag explanatory variable in regressing on dependent variable?
Nguyen Lis
# What is the name of using lag explanatory variable in regressing on dependent variable?

(Asked by: username_0 on 2021-10-01)

In general, we can run lag of response variable or lag of explanatory variable on regressand. The former (running lag of response variable on response variable is called auto-correlation), can I ask what is the name of the second regression (running lag of regressor on regressand)

**Tags:** econometrics, nonexpert

> **Comments:**
> **username_1**: Hi @Nguyen. My preference would be for you to just stick to the same terminology in such as small passage. Also - strictly speaking, persistence between $y_t(t =1,2... T)$ is only regarded as 'auto-correlation' when we normalised the coefficients on these terms.  
> **username_2**: @Nguyen Do you mean regressing $y_t$ on $x_t$ and $x_{t-1}$? See https://en.wikipedia.org/wiki/Distributed_lag  
> **username_3**: Hi: You've used three terms in your question: response variable, explanatory variable and regressand. I'm not sure which but one of them has to be redundant.  
> **username_4**: @markleeds regressand is synonym for response variable which are both synonyms for dependent variable  
> **username_4**: @username_2 consider expanding your comment to an answer  
> **username_0**: @username_2, thank you, I got the answer from your comment. But you can consider expand it to an answer that people can benefit from that. Thanks  

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