Download Cocopa Dictionary by James M. Crawford PDF

By James M. Crawford

Accomplished presently earlier than his demise in 1989, this dictionary was once expected by means of C. essentially as a spouse quantity to his Cocopa Texts (UCPL a hundred, 1983). It used to be additionally to some degree a spinoff of the comparative Yuman dictionary undertaking, funded by means of NSF and directed through Margaret Langdon. both as a humanistic record or as a contribution to Yuman lexicography, it is a significant paintings.

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We further assume as the meaning of ga an identity function that maps an argument of type np to itself when ga is used for neutral description. PP(k) as the SEM value of Ken-ga. x sleep(x))(k) = sleep(k) Similarly, we assume the following first-order reducibility for TVPs and DTVPs with respect to their subject arguments and object arguments. When a particular lexical item does not obey these meaning postulates, it will be so noted. x DTVP" (x, y, z)))) for every a, p, and y of type np We will use English counterparts for TVP" and DTVP" as well.

It is of the form ~[SLASH ~], the SUBCAT Feature Principle and the FOOT Feature Principle give the following structure: (i) M[SUBCAT a; SLASH{~} U y] ~ ~(SLASH{~}] H(SUBCAT aU{~}; SLASH y] I E Thus, in effect, ~ in the SUBCAT value of the head is shifted to the SLASH value of the mother. Unlike the present analysis, SLASH is introduced by a metarule in GPSG. See also note 23 in chapter 4. ' This simple form of the FFP applies only in complementation. It will later be modified somewhat for the case of adjunction in chapter 5.

This allows uniform treatments of proper nouns such as John and quantified noun phrases such as every man. The current system involves another stage of "type raising," in which the type of VP is raised from (e, s) to (np, s) = (((e, s), s), s). 28 CHAPTER TWO This has the further advantage that the subject properly falls inside the scope of the verb phrase. See Dowty (198 5) for discussions of type raising. 22 Gazdar, Klein, Pullum, and Sag (1985) state what they call a "Semantic Interpretation Schema" to give interpretations to local trees that their rules instantiate.

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