ATLAS OF LANGUAGE

AT-NAV-G03-038 · ATLAS 259

Complementarity

Complementarity is an opposition whose two predicates are mutually exclusive and jointly exhaustive within a specified domain.

Part of the subject path Philosophy of Language, Thought and Knowledge

Why is this entry in the Atlas?

A · Analytical concept R1 · Distinct contribution to understanding

Complementarity specifies opposites through exclusion and exhaustive coverage, complementing gradable antonymy. The stipulated domain determines whether the relation is genuinely binary.

Colours and admission grounds

The rectangular label identifies the entry function: F – linguistic figure or procedure; A – analytical concept; G – foundational concept; E – selected concrete case. The rounded badge indicates the admission ground: R1 – distinctive contribution; R2 – necessary foundation; R3 – justified illustrative case. This editorial rationale explains the current selection rather than claiming an undocumented original selection history.

Explanation

Complementary opposition involves two categories that exclude each other and jointly exhaust a specified domain. Under those conditions, a case outside one category belongs to the other. Domain specification is crucial: objects outside the domain or shifts in usage can invalidate a proposed division. Lack of knowledge about which category a case belongs to does not by itself invalidate the division. For linguistic expressions, analysis must therefore test whether their use actually establishes a complementary opposition. The presence of two contrasting words is insufficient. Gradable opposites typically allow intermediate cases and have a different structure.

Movement of thought

1. Delimit the domain. 2. Define the two conditions. 3. Test mutual exclusion. 4. Test joint exhaustiveness. 5. Examine borderline and unknown cases separately.

Scientific use case

Semantic tests can examine whether negating one expression entails the other under specified conditions.

Example

Within the integers, even and odd form a complementary division, whether or not the parity of a particular integer is known.

Counterexample

Hot and cold do not divide temperatures in this way: a temperature may count as neither in a given context.

Distinction

Distinguish complementarity from gradable opposition, incompatibility alone and an arbitrary pair.

Effect on thought and perception

The analysis distinguishes an exhaustive division from a merely salient contrast.

Resonance

Two sides fit without a gap only when their shared frame is fixed.

Provenance

Parallel source review reconciled 2026-10-07; human specialist review not claimed.

Cite this entry

Reich, Michael (Hrsg./ed.): „Complementarity“. Atlas der Sprache, AT-NAV-G03-038. ATLAS 259, data model 1.6.0. https://atlasoflanguage.com/concept/AT-NAV-G03-038

https://atlasoflanguage.com/concept/AT-NAV-G03-038

The address remains stable; editorial content may evolve. Editorial reading state: 2026-10-15. Include your access date for precise references.