following up these procedures vs is a mapping from

These two phrases are not directly comparable as they serve different purposes. 'Following up these procedures' is a phrase indicating a continuation or monitoring of a series of actions, while 'is a mapping from' is a phrase used in the context of data mapping or relationships between elements. They are correct in their respective contexts.

Last updated: March 11, 2024

following up these procedures

This phrase is correct and commonly used in English to indicate monitoring or continuing a series of procedures.

This phrase is used when referring to the act of monitoring or continuing a set of procedures that have been previously established.

Examples:

We will be following up these procedures to ensure they are implemented correctly.
Following up these procedures is an important part of quality control.

Show examples from the web [+]

Using a proton magnetometer and a recording fathometer to detect ferrous and contour anomalies in the muddy river bed, and following up these procedures ...
following up these procedures with a more rigorous confirmatory factor analysis ( CFA). There exists a large body of research literature on the problems ...
The Editorial Committee of Qurtuba. Estudios andalusíes thanks the cooperation lent in following-up these procedures. [an error occurred while processing this ...

is a mapping from

This phrase is correct in the context of data mapping or defining relationships between elements.

This phrase is used in the context of data mapping to indicate a relationship or connection between elements, often in the form of a mapping function.

Examples:

This function is a mapping from input values to output values.
The relationship between the two variables is defined as a mapping from one to the other.

Show examples from the web [+]

If α is a mapping from S to S and A is a subset of S then the rule ιA(x) = x defines a mapping from A into A. We call ιA the identity mapping on A. Example 1.2.
... is called a function from set A to set B. If we denote this set by 'f' then we write f : A ® B which is read as "f " is a function of A to B or 'f' is a mapping from A to B.
is a mapping from -dimensional space to -dimensional space. Such a linear transformation can be associated with an matrix. If we restrict ourselves to mappings ...
An operator is a mapping from one vector space or module to another. Operators are of critical importance to both linear algebra and functional analysis, and ...

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following up these procedures vs is a mapping from