Inclusion is the condition induced by including. It describes whether a thing is held within what is; it is true when some thing is present within the domain of relating.
Derivation
- deriving existing determines that a thing:
- Be included in what it is (inducing inclusion)
- Be excluded from what it is not (inducing exclusion)
- The act of including induces the condition of inclusion:
- This condition describes the thing as a member of a set.
- Deriving existing requires that a thing:
- Be included in what it is (inducing inclusion);
- And be excluded from what it is not (inducing exclusion).
Created: 2025-10-05 Sun 17:38