realizability
- noun
- /ˌriːəlaɪˈzəːbɪlɪti/
- Specialized
- Understanding realizability allows mathematicians to transform abstract proofs into tangible applications in computer science.
Examples
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The truth of doctrines can be defined in terms of Laudan's concept of realizability and not correspondence.
Academic text (1991) -
In mathematics, realizability ensures that a proof can provide concrete examples of its claims and not just abstract reasoning.
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The concept of realizability is crucial because it links theoretical statements to practical computational instances.
Synonyms
How easy it is for a computer or algorithm to solve a problem
Can be made or defined in math and computer science
How Constructive
Surface Forms
Morphology
realizability = realizable (semi-transparent) = real + ize + able + ity
Morphologically regular, but the sense here is a specialized mathematical/technical usage (concerning computational witnesses), which is not obvious to general learners from the components alone.
Etymology
Realizability comes from realize 'make real' and -ability 'ability'. In math and computer science it means a statement can be turned into a concrete example or a working method, so realizability there is about finding a real example or algorithm that shows the idea works.