nonrepeating decimal

American  

[non-ri-pee-ting des-uh-muhl, non-] / ˈnɒn rɪˈpi tɪŋ ˈdɛs ə məl, ˌnɒn- /

noun

Mathematics.

1. a decimal representation of any irrational number, having the property that no sequence of digits is repeated ad infinitum.

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Etymology

Origin of nonrepeating decimal

non- + repeating ( def. )

Example Sentences

Pi is an infinite, nonrepeating decimal - meaning that every possible number combination exists somewhere in pi.

From Slate

All irrational numbers, including pi, have infinite, nonrepeating decimal representations, but this is not enough to ensure that they include all strings.

From Slate