| disjunction (inclusive) | ![]() *VEL1 ![]() iDisj(CL) |
1) one of the 16 possible logical operators,
cf. The Languages of Science;
the symbol of i. d. is a connective and has for mnemonic the Latin word vel for inclusive or 2) negated i. d. is a characterization of the features on a segment being the intersection of the elements of the sets complements, ¶4-5-5; i. d. of a sets complements is symbolized using the prefix non- on the label of the stippled box for each feature negated and the symbol for intersection between them 3) a semantic functor of MultiNet being one of the interpretations of the English connective or suggesting inclusion, §9-3; in English the composite word and/or distinguishes an inclusive from an exclusive interpretation 4) the i. d. of clauses is a grammatical transformation describing this relation between them, ¶9-3-4 |