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What is another word for infinitary?

Pronunciation: [ɪnfˈɪnɪtəɹi] (IPA)

When it comes to mathematic jargon, the word "infinitary" refers to concepts involving infinite sets or operations. There are several synonyms closely related to this term. Firstly, "transfinite" describes entities that surpass the bounds of finite quantities, often used in reference to infinite numbers. Another synonym is "infinite", encompassing an unlimited extent, magnitude, or duration. "Endless" mirrors the idea of "infinitary" as something without a definitive end or limit. Additionally, "unbounded" denotes something without constraints or restrictions. Lastly, "limitless" conveys boundless potential or capacity, aligning with the nature of "infinitary" concepts. These synonyms effectively capture the essence of infinite mathematical constructs.
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What are the opposite words for infinitary?

The word "infinitary" relates to an infinitely long sequence or set. Its antonyms, on the other hand, refer to limited, finite, and bounded concepts. Some of the antonyms for "infinitary" include "bounded," "finite," "limited," "restricted," "short," and "terminable." These words refer to things that have defined limits or boundaries and do not extend indefinitely. They are significant, definable, and measurable, in contrast to infinitary objects that are beyond our capacity to measure. Using antonyms to explore the opposite of infinitary can help to better understand this concept by providing a clear contrast to what it means to be finite or bounded.

What are the antonyms for Infinitary?

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