مطالب مرتبط با کلیدواژه

A priori


۱.

Kant on the "A priori" Toward an Interpretation

نویسنده:

کلیدواژه‌ها: A priori a posteriori Kant Huuserl theory of knowledge

حوزه های تخصصی:
تعداد بازدید : ۳۱۴ تعداد دانلود : ۱۷۳
The a priori is the basic characteristic ofKant's theory of knowledge. Formaliz/ng the a priori, Kant appears to distinguish the a priorifrom the postriori and qffirms its purity. He insists that the a priori is prior to the a postriori and stqys independent!Jfrom it. The overall objectiue of this paper is, boueier; to present and to support this idea that the a priori, even prior, can be defined l?J its relation to experience; ifthe a priori is prior to the a postriori, and ifits validity is not depended on the a postriori, it is still not ivithout mry relation with it. The main thesis I u;iflfoll01v here is that the a postriori could be called the root of the a priori: the a priori has its principle in the a postriorijust because it is given to it. The a priori is given in the experience. Instead of conceiving the a priori as a formal or logical cond Ition of ol?Jectiviry, it uould be considered as immanent in the objea and apprehended during the very act of experience, although known implicit!J before experience occurs. If the a priori is indeed given in experience, we are not constrained to restrict it to the formal conditions of oijectiviry. However, before proceeding to substantiate this thesis, I 1vill reiien. Kant's analysis of the a priori quick/y. Then, I willpresent the main thesis and its proof to deformalize the a priori and implant it in the a postriori domain.
۲.

The Standard Metre: Has It Anything to Do With The Contingent A Priori

نویسنده:

کلیدواژه‌ها: A priori Contingency Standard metre Kripke

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تعداد بازدید : ۱۱۵ تعداد دانلود : ۷۹
kripke bas proposed a number of counteretxamples to the classic thesis, which ays that the class of necmary fropositions roincidn with the cla1ss of a priori ones. These counteretxamples involve some necessary a posten'ori trutbs as well as contingent a priori ones. Om cfbis exmnplu far the loller is the 1ta11dard metre example. In thi1 paper, after presenting a brief sketch of Kripke'1 proposal, I'll exan,ine the main ohjution1 to it and argue !hat all of them co,t!d be replied to. At the end, ho,vever,argue that the standard metre example enjoy1 much Im philosopbical significance than it appears to,and,considering the sprit,it of the clauic tbesis, it faill to rif,1tt tbiI tbesis.