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Transfinite vs Boundless - What's the difference?

transfinite | boundless |

As adjectives the difference between transfinite and boundless

is that transfinite is beyond finite while boundless is without bounds, unbounded.

As a noun transfinite

is a transfinite number.

transfinite

English

Adjective

(-)
  • Beyond finite.
  • (mathematics) Relating to transfinite numbers.

    • Related terms

    * finite * infinite * transfinity

    Noun

    (en noun)
  • A transfinite number.
  • * Oliver Sacks, Awakenings
    • An interesting and perhaps essential formal model of this quality is to be found in Cantor's concepts of infinite sets and transfinite cardinals. The laws of ordinary, inductive mathematics do not apply to these, for the 'least part' of such transfinites are equal to the whole, and convey their infinite (i.e. world-like) quality.

    References

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    boundless

    English

    Adjective

    (en adjective)
  • without bounds, unbounded

    • Synonyms

    * limitless