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by an integer dimensionality

Grammar usage guide and real-world examples

USAGE SUMMARY

The phrase "by an integer dimensionality" is not commonly used in written English, but it is grammatically correct.
You can use it in contexts related to mathematics, physics, or computer science when discussing dimensions that are whole numbers. Example: "The data can be represented in a space defined by an integer dimensionality, allowing for easier analysis."

✓ Grammatically correct

Science

News & Media

Formal & Business

Human-verified similar examples from authoritative sources

Similar Expressions

60 human-written examples

By adjusting the dimensionality (N) of the phone variation subspace, the number of free parameters can be varied by an integer multiplier of D. So, the eigenphone method is more flexible than the MLLR method.

"My problem," he wrote, "is that I have been persecuted by an integer.

The orbits are labeled by an integer, the quantum number n.

In these beautiful, foamlike arrangements, the radius of each bubble is one divided by an integer.

Science & Research

Science Magazine

He stated, introducing the paper on the research for the first time, that he was being persecuted by an integer.

Each sequence was identified by an integer number, the GI.

We represented each compound by an integer vector of length 53 679 in which the occurrence of a substructure is coded as an integer value.

In Figure 3B, the two detectable peaks are not at frequencies related by an integer multiple.

The activities of molecular species represented by PN places are given by an integer number of tokens.

We formed the LocTree2 reliability index (RI) by multiplying an integer of this value by 100.

The mathematical definition of fractality is non-integer dimensionality.

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Expert writing Tips

Best practice

When discussing dimensions in technical contexts, specify "by an integer dimensionality" to clearly indicate that you are referring to whole number dimensions, which is crucial for precision and avoiding ambiguity.

Common error

Avoid using "by an integer dimensionality" when you mean to refer to continuous or fractional dimensions. Ensure your context explicitly calls for discrete, whole number dimensions.

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

Antonio Rotolo, PhD

Digital Humanist | Computational Linguist | CEO @Ludwig.guru

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60%

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Real-world application tested

Linguistic Context

The phrase "by an integer dimensionality" functions as a prepositional modifier, specifying a characteristic of a space or data representation. Ludwig AI indicates grammatical correctness, although usage examples are limited.

Expression frequency: Missing

Frequent in

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Less common in

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Ludwig's WRAP-UP

In summary, "by an integer dimensionality" is a grammatically correct phrase used to specify that a dimension is a whole number. Although Ludwig AI confirms its grammatical validity, the phrase has limited real-world usage. It is most appropriate for formal, technical, or scientific contexts where precision is critical. Alternatives include "with integer dimensions" or "using discrete dimensionality". Ensure the context requires the explicit use of whole number dimensions to avoid confusion. This phrase is not suitable for general or informal communication.

FAQs

How can I use "by an integer dimensionality" in a sentence?

You can use "by an integer dimensionality" in technical contexts when you need to specify that the dimensionality is a whole number. For example: "The data can be represented in a space defined by an integer dimensionality, allowing for easier analysis."

What's an alternative to "by an integer dimensionality"?

Is "by an integer dimensionality" commonly used in everyday language?

No, "by an integer dimensionality" is not commonly used in everyday language. It's more suitable for technical or scientific writing where precision in describing dimensions is required.

In what fields is "by an integer dimensionality" most likely to be used?

"By an integer dimensionality" is most likely to be used in fields like mathematics, physics, computer science, and engineering when discussing specific dimensional properties.

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