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Glite Dictionary
🧮 Possible in theory 🏗️ Able to build
constructibility

constructibility

9.0
Can be made or defined in math and computer science
  • noun
  • /kənˌstrʌk.təˈbɪl.ɪ.ti/
  • Specialized
translation icon : constructibilidad
  • The constructibility of certain functions is essential for defining complexity classes in theoretical computer science.

Examples

  • Without constructibility, it would be impossible to set meaningful resource limits in computational models.

  • Researchers debated the constructibility of the proposed time bound for the new algorithm.

  • The constructibility of this mathematical model is impressive.

  • Can you explain the constructibility of this function?

  • The constructibility of certain mathematical objects allows for their use in proofs and theorems.

  • Understanding the constructibility of a function is crucial for developing efficient algorithms.

  • In mathematics, the constructibility of a set determines whether it can be effectively defined or utilized.

Synonyms

interpretability
vsconstructibility
  • Specialized
8.1

The quality of being able to be shown inside another mathematical or logical system

is defined or built inside the same system rather than in another theory
realizability
vsconstructibility
  • Specialized
9.1

A math proof that shows a concrete example or program

is about being defined or built generally not only by having a computational witness
definability
vsconstructibility
  • Specialized
7.3

A quality that lets something be clearly described or explained

is defined or constructed within formal mathematical or computational systems

Surface Forms

constructibility singular
constructibilities plural

Morphology

constructibility = constructible (semi-transparent) = construct + ible + ity

Formally built from 'construct' → 'constructible' → 'constructibility', but in mathematical contexts 'constructible' can have a technical meaning that is not fully derivable by general learners.

Etymology

Constructibility comes from the Latin parts con- 'with' and struere 'to build', the same idea you see in construct and structure. So in math and computer science constructibility means something can be 'built' or clearly defined step by step by a rule or method.