Noun Phrase
/bɪˈvaɪəreɪt prəˈsiːdʒər/
The term "bivariate procedure" refers to statistical methods or analyses that involve two variables. These procedures are used to assess the relationship between these two variables, either through correlation, regression, or other statistical means. Bivariate procedures are commonly applied in various fields like psychology, economics, and social sciences to understand how two different data points or measurements influence one another.
The phrase "bivariate procedure" is more often seen in written contexts, such as academic papers, textbooks, and statistical reports, rather than in everyday oral communication.
The researcher employed a bivariate procedure to analyze the correlation between study hours and exam scores.
Исследователь использовал бивариантную процедуру для анализа корреляции между часами учебы и оценками на экзаменах.
Using a bivariate procedure, the team found a significant relationship between the two variables.
Используя бивариантную процедуру, команда обнаружила значимую связь между двумя переменными.
The bivariate procedure provided insights into how age affects purchasing behavior.
Бивариантная процедура предоставила информацию о том, как возраст влияет на поведение покупателей.
While "bivariate procedure" itself may not have a prominent presence in idiomatic expressions, understanding its application is crucial within the context of statistics and data analysis. Here are some related phrases often used in analytic discussions:
"Causation does not imply correlation"
Причинность не подразумевает корреляцию.
This phrase highlights the importance of not assuming that a relationship between two variables implies that one causes the other.
"Holding all else constant"
Учитывая все остальное неизменным.
This expression is often used in bivariate analysis to isolate the effect of one variable while controlling for others.
"Analyzing the relationship"
Анализируя взаимосвязь.
This phrase can reference the process of performing bivariate analysis to determine how two variables interact.
Causation does not imply correlation; just because the bivariate procedure showed a connection doesn't mean one variable causes the other.
Причинность не подразумевает корреляцию; просто потому, что бивариантная процедура показала связь, не означает, что одна переменная вызывает другую.
The researchers decided to hold all else constant to better understand the impact of the new policy in their bivariate procedure.
Исследователи решили учитывать все остальное неизменным, чтобы лучше понять влияние новой политики в своей бивариантной процедуре.
By analyzing the relationship between income and education level, the team employed several bivariate procedures.
Анализируя взаимосвязь между доходом и уровнем образования, команда использовала несколько бивариантных процедур.
The word "bivariate" is derived from the prefix "bi-" meaning "two" and "variate," which comes from "variable," denoting that it pertains to two variables. The term "procedure" originates from Latin "procedere," meaning "to go forward, advance."
Synonyms:
- Two-variable analysis
- Dual-variable analysis
- Bivariate analysis
Antonyms:
- Univariate procedure (involving one variable)
- Multivariate procedure (involving more than two variables)