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linear regression

Grammar usage guide and real-world examples

USAGE SUMMARY

The term "linear regression" is correct and usable in written English.
You can use it to describe the application of linear algebra and statistics to estimate the relationship between two (or more) variables. For example: "By using linear regression to analyze the data, we were able to accurately predict our sales results."

✓ Grammatically correct

Science

News & Media

Formal & Business

Human-verified examples from authoritative sources

Exact Expressions

60 human-written examples

The line actually represents a statistical calculation known as linear regression and a more accurrate description is provided above.

News & Media

The New York Times

Linear regression.

Linear Regression (LR).

Multiple Linear Regression.

a Linear regression method.

linear regression model.

maximum likelihood linear regression.

multiple linear regression analysis.

Linear regression was used.

Linear regression assesses trend.

Multiple linear regression is a variant of "linear regression" analysis.

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Expert writing Tips

Best practice

When describing the application of "linear regression", be specific about the variables being analyzed and the context of the analysis. For example, instead of saying "Linear regression was used", specify "Linear regression was used to analyze the relationship between income and education level".

Common error

A common mistake is to assume that because "linear regression" shows a relationship between two variables, one causes the other. Always remember that correlation does not equal causation and further investigation may be needed to determine causality.

Antonio Rotolo, PhD - Digital Humanist | Computational Linguist | CEO @Ludwig.guru

Antonio Rotolo, PhD

Digital Humanist | Computational Linguist | CEO @Ludwig.guru

Source & Trust

85%

Authority and reliability

4.6/5

Expert rating

Real-world application tested

Linguistic Context

The primary grammatical function of "linear regression" is as a noun phrase that refers to a statistical method. As Ludwig AI confirms, it's a correct and usable term in English, denoting a specific application of linear algebra and statistics.

Expression frequency: Very common

Frequent in

Science

77%

News & Media

12%

Formal & Business

11%

Less common in

Academia

0%

Encyclopedias

0%

Wiki

0%

Ludwig's WRAP-UP

In summary, "linear regression" is a grammatically correct and very commonly used noun phrase that refers to a statistical method for modeling the relationship between variables. Ludwig AI validates its usage in various contexts, particularly in science, news and media, and formal business settings. While widely applicable, it's important to avoid misinterpreting correlation as causation. Related phrases include "multiple regression analysis" and "ordinary least squares regression". Remember to be specific when describing its application and be mindful of the potential for misinterpreting results.

FAQs

How can I use "linear regression" in a sentence?

You can use "linear regression" to describe the process of modeling the relationship between a dependent variable and one or more independent variables. For example: "The researchers used "linear regression" to predict sales based on advertising spending".

What are some alternatives to saying "linear regression"?

Depending on the context, you could use alternatives such as "multiple regression analysis", "ordinary least squares regression", or "regression modeling".

What is the difference between "linear regression" and multiple regression?

"Linear regression" typically refers to a model with one independent variable, while multiple regression analysis involves two or more independent variables to predict a single dependent variable.

When is it appropriate to use "linear regression"?

"Linear regression" is appropriate when you want to model a linear relationship between variables and predict the value of a dependent variable based on the values of one or more independent variables. It is most effective when the relationship between the variables is approximately linear and the assumptions of linear regression are met.

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Source & Trust

85%

Authority and reliability

4.6/5

Expert rating

Real-world application tested

Most frequent sentences: