Glossary
C-K Theory – Foundations et implications of design theory
Article REF: J8115 V1
Glossary
C-K Theory – Foundations et implications of design theory

Authors : Pascal LE MASSON, Armand HATCHUEL, Benoît WEIL

Publication date: April 10, 2018 | Lire en français

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5. Glossary

K space; K for knowlege, knowledge

A set of propositions with a logical status is called a K-space.

K-space expansion; K-space expansion

The addition of a proposition to K is called an expansion of K-space. By definition, this proposition has a logical status.

Concept; Concept

Given a space K, we call a concept a proposition of the form {x, P(x)}, interpretable in base K (P is in K) and undecidable in base K (the proposition {x, P(x)} is neither true nor false in K).

Partition of a concept; C-partition

Partitioning a concept means adding an additional property to the concept (which becomes {x, P(x), p k (x)}).

C-K operators; C-K operators...

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