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postulational

postulational

9.9
Using basic assumptions as starting points to build a mathematical or logical system
  • adjective
  • /ˌpɒstjʊˈleɪʃənl/
  • Specialized
translation icon : postulacional
  • The postulational framework of this theory is essential for understanding its implications.

Examples

  • A postulational framework can clarify the foundations of a scientific theory.

  • His approach is postulational, beginning with unproven assumptions to build a logical system.

  • The postulational method is fundamental in certain branches of geometry.

  • Many mathematicians rely on a postulational approach to develop their proofs.

  • The theory was developed using a postulational framework, allowing for clear definitions and logical conclusions.

  • In mathematics, a postulational system begins with basic assumptions that are accepted as true.

  • Her research focused on the postulational method, which relies heavily on fundamental axioms to derive further results.

Synonyms

axiomatic
vspostulational
5 8.3

Clearly true and accepted without proof

focuses on being derived from postulates rather than claiming self evidence
axiomatical
vspostulational
  • Specialized
9.9

Something that is based on basic rules people accept as true

is used mainly for methodical approaches in mathematics and logic

Surface Forms

postulational positive

Morphology

postulational = postulation (semi-transparent) = postulate + ion + al

The adjective is a regular -al formation from 'postulation', so the immediate morphological relation is clear.

Etymology

Postulational comes from postulate, from the Latin postulare which means 'to ask' or 'to request'. A postulational approach in math or logic begins with a simple idea people accept without proof and then builds a system from it.