Titlebook: Studies on Gottlob Frege and Traditional Philosophy; Ignacio Angelelli Book 1967 Springer Science+Business Media Dordrecht 1967 Gottlob Fr

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Merkmal-Eigenschaft,n is pointed out, first, in general (5.2) and secondly, in the particular cases of the first antepredicamental rule (5.3) and the so-called “triplex status naturae” (5.4). Higher predicates could not be added easily to the standard Aristotelian predication theory (5.32) and they seem to have had a t

conscience

Function,nt is first considered from the point of view of its being preferred by Frege to the traditional subject-predicate (6.1). Frege’s intention is to introduce a symbolism for relational propositions, which satisfies an old logical . (6.11). In this context, there is occasion to mention Frege’s relation

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Wernickes-area

Wertverlauf,ve the traditional . as an interpretation of the “something common” which is yielded by definitions by abstraction. But at the same time Frege wishes to keep his . as unintuitive and semantically undetermined as possible (8.21). Thus it is necessary to consider two Fregean approaches to the notion o

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GUMP

Wertverlauf,f class. The first may be called .; Frege views . simply as a result of definitions by abstraction (8.22). The second approach is that according to which the . signs are . to denote the traditional extensions and then one may ask Frege what he means by “class”.

Grasping

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The So-Called Logical Relations,5). Some aspects of the relations between Husserl and Frege are next considered. Husserl’s . was still pre-Fregean in matters of predication-theory (3.62), whereas Frege’s review of Husserl’s book was still pre-Aristotelian, since Frege did not realize that there was a hierarchy of predicates behind Husserl’s “psychologism” (3.63).

Lasting

The Traditional Lack of Distinction between UF and UO,y, some examples are given in which the distinction UF and UO is shown to be intrinsically required by the very traditional doctrines (and not only by our retrospective projections) (4.5). A brief remark on unit-classes in traditional philosophy is added (4.6).