a weighted averaging of the vs a weighted averaging of the stations

Both phrases are correct, but they are used in different contexts. "A weighted averaging of the" is used when referring to a general concept or idea, while "a weighted averaging of the stations" is used when specifying a particular group of stations. The choice between the two depends on whether you want to refer to a specific set of stations or keep it more general.

Last updated: March 17, 2024 • 577 views

a weighted averaging of the

This phrase is correct and commonly used when referring to a general concept or idea.

This phrase is used when talking about a general concept or idea that involves averaging with weights.

Examples:

The algorithm involves a weighted averaging of the input data.
She explained the concept of a weighted averaging in the lecture.

Show examples from the web [+]

Walsh and Kaiser (Radiat Environ Biophys 50:21–35, 2011) advocate a weighted averaging of the models, where the weights are a function of overall model ...
When comparing two treatments in a stratified trial with a binary endpoint, data are commonly analysed using a weighted averaging of the stratum-specific ...
The data point for Mexico was based upon a weighted averaging of the results of a study of “Native American and Mestizo children in southern Mexico” with ...
Jul 10, 2015 ... We therefore moved immediately to a weighted averaging of the performance rating system. The weighted average attaches relative values to ...

Alternatives:

a weighted average of the
a weighted mean of the
a weighted sum of the
a weighted calculation of the
a weighted combination of the

a weighted averaging of the stations

This phrase is correct and commonly used when referring to a specific group of stations being averaged with weights.

This phrase is used when specifying a particular group of stations that are being averaged with weights.

Examples:

The report presents a weighted averaging of the stations' performance.
We need to calculate a weighted averaging of the stations' data.

Alternatives:

a weighted average of the stations
a weighted mean of the stations
a weighted sum of the stations
a weighted calculation of the stations
a weighted combination of the stations

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a weighted averaging of the vs a weighted averaging of the stations