undecidability
- noun
- /ˌʌndɪˈsaɪdəˌbɪlɪti/
- Specialized
- Computer scientists often encounter undecidability when dealing with algorithms that cannot determine outcomes for certain inputs.
And I think at the end of that you'll get some real feeling for just what the word undecidability actually means.
- And I think at the end of that you'll get some real feeling for just what the word undecidability actually means.
Examples
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This undecidability has intriguing ramifications, for if the garden figures the dispossession of history from time and discloses a non-immanent being-in-common, to what extent can a similar calling forth of community be ascribed to Jarman's text?
Academic text (1999) -
There we can, for example, show that sufficiently complex algebras all have the Gödel property, undecidability, which means that there are no sufficiently complex algebras without it.
Blog text (14) -
And I think at the end of that you'll get some real feeling for just what the word undecidability actually means.
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Metatheories and foundational thoughts are rejected in favor of microexplanations and undecidability.
Academic text (1993) -
The juxtaposition, however, does not lead to undecidability; it does not indicate that Baudelaire changed his mind; and (unless, like Wall, we understand parody as being potentially all-pervasive) it does not produce a double-edged parody.
Academic text (1995) -
In mathematics, the concept of undecidability highlights problems that cannot be definitively solved or proven true or false.
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The study of undecidability reveals that some mathematical questions do not have clear answers within established formal systems.
Synonyms
A situation when a problem or question has no answer
A problem that people cannot solve
How Hard
- Specialized
- Specialized
- Specialized
Surface Forms
Morphology
undecidability = undecidable (semi-transparent) = un + decide + able + ity
The structure un- + decidable + -ity is clear, but the technical sense ('no algorithm can decide') is a specialized narrowing not obvious to general learners.
Etymology
Undecidability splits into un- 'not', decide 'to choose', and -ability 'able to'. In mathematics and computer science it means a problem is 'not able to be decided' because no rule or step-by-step method can always say whether it is true or false.