2.5. ORIG

Definition of the ORIG functor

ORIG (Origo)is a functor used for arguments with the cognitive role of the origin/source of the event. In those cases when the argument shifting applies, the ORIG functor is assigned to a modification if the verb (noun, adjective) has at least three arguments.

For the rules regarding the argument shifting, see Section 2.1.4, "Criteria for determining the type of argument (the principle of shifting)". The ORIG functor is defined primarily semantically. In those cases when the argument shifting applies, the ORIG functor is assigned to the argument with the cognitive role of the origin/source of the event only if the verb (noun, adjective) has at least three arguments; if the verb has two arguments and the second one has the cognitive role of the origin/source of the event, the argument gets the PAT functor!

With nouns not referring to events, the ORIG modification has the character of a free modification (adjunct). For more on this see Section 2.3.2.3.2, "Origo as a modifier of nouns".

The modification with the ORIG functor refers to the origin/source of the event, in a very broad sense of the word:

Possible forms. The argument with the ORIG functor is defined mainly semantically and it typically occurs in prepositional phrases, which do not change as a consequence of derivation. The Origo argument of verbs, nouns and adjectives is therefore expressed by essentially the same forms. The basic forms of the ORIG modification are:

2.5.1. Borderline cases with the ORIG functor

Border with the DIR1 functor. Semantically, the ORIG functor is very close to the DIR1 functor (see Section 4.1, "DIR1"). For more on this border see Section 2.3.1.3.3, "The borderline between Origo and DIR1". The DIR1 functor is also very close to the ORIG functor after verbs of change. For more on this border see Section 2.3.1.3.4, "The borderline between the PAT, ORIG and EFF arguments and the DIR1 and DIR3 adjuncts".

Border with the HER functor. Semantically, the ORIG functor is very close to the HER functor (see Section 9.3, "HER"). For more on this border see Section 9.3.1, "Borderline cases with the functor HER".