Synonyms of aperiodic

aperiodic

adjective

ˌā-ˌpir-ē-ˈä-dik 

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as in sporadic

lacking in steadiness or regularity of occurrence

released aperiodic reports on the results of their cancer research

Synonyms & Similar Words

• sporadic
• occasional
• intermittent
• discontinuous
• sudden
• erratic
• irregular
• unpredictable
• episodic
• violent
• spastic
• spasmodic
• unsteady
• casual
• episodical
• fitful
• volatile
• random
• choppy
• spotty
• catchy
• fragmentary
• haphazard
• scattered
• arbitrary
• convulsive
• interrupted
• variable
• varying
• changing
• changeful
• unstable
• broken
• mutable
• uncertain
• aimless
• stray
• disconnected
• desultory
• odd
• capricious
• fluctuating
• mercurial
• inconstant
• fluid
• changeable
• unsettled
• slapdash
• temperamental
• hit-and-miss
• hit-or-miss
• fickle
• flickery
• wavering

Antonyms & Near Antonyms

• continuous
• periodic
• constant
• regular
• steady
• habitual
• uniform
• stationary
• stable
• repeated
• systematic
• even
• unchanging
• orderly
• equable
• changeless
• methodical
• unvarying
• unremitting
• unrelenting
• methodic
• unwavering

Example Sentences

Recent Examples of aperiodic

Quanta also covered another new kind of quantum error-correcting code in February, this one built out of aperiodic tilings — sets of shapes that combine in ways that never repeat. —Bill Andrews, Quanta Magazine, 19 Dec. 2024

In particular, the scientists focused on non-rhythmic, or aperiodic, brain activity. —Yaakov Katz, Newsweek, 27 Nov. 2024

So, very much not an aperiodic monotile of the plane, but an aperiodic monotile of an incredibly high-dimensional space. —Quanta Magazine, 3 July 2024

To me, that legitimizes the hat as a true aperiodic monotile, although spectres are still interesting for their ability to avoid reflections. —Aaron Shattuck, Scientific American, 16 Apr. 2024

Interest turned into fascination when Boyle mentioned a special property of aperiodic tilings: local indistinguishability. —Ben Brubaker, WIRED, 17 Mar. 2024

Landmark results in Ramsey theory and a remarkably simple aperiodic tile capped a year of mathematical delight and discovery. —Quanta Magazine, 22 Dec. 2023

The question of whether an aperiodic monotile exists has been called the einstein problem. —Craig S. Kaplan, Scientific American, 14 Dec. 2023

Although Berger and others were able to bring down the size of these aperiodic sets significantly, in the mid-1970s Roger Penrose captured the world’s attention by discovering very small sets of his own aperiodic tiles. —Quanta Magazine, 30 Oct. 2023