Results 111 to 120 of about 47,415 (256)
Sense Problem in Analytical Philosophy
Object of research in the article are the basic concepts of the sense which has developed in analytical philosophy. Recognizing that the bases of an analytical paradigm of sense are put by G. Frege, the author gives primary attention to the analysis of a
Larissa A Demina
doaj
Proof Complexity of Modal Resolution. [PDF]
Sigley S, Beyersdorff O.
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O presente texto tem como objetivo estabelecer algumas relações entre o poema de Parmênides e as Investigações Lógicas, de Frege. Mais especificamente, nosso objetivo é iluminar certos aspectos do poema de Parmênides por meio de uma comparação com certas
Rafael Huguenin
doaj
Frege on intuition and objecthood in projective geometry. [PDF]
Eder G.
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Many authors believe that the manuscripts Frege wrote in 1924–1925 are not theoretically of interest. They are rather a product of his emotional despair and theoretical dead-end which he reached in the last years of his life.
Milkov, Nikolay
core
The Joint Philosophical Program of Russell and Wittgenstein and Its Demise
Between April and November 1912, Bertrand Russell and Ludwig Wittgenstein were engaged in a joint philosophical program. Wittgenstein’s meeting with Gottlob Frege in December 1912 led, however, to its dissolution—the joint program was abandoned.
Nikolay Milkov
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Antik Yunan’dan Günümüze “Dil: Sunulmuş Mu, Kazanılmış Mı?” Tartışması
Yazıya aktarılmış felsefe tarihi, düşünce gündeminde hangi dönemde ne gibi meselelerin mevzu haline geldiğini takip etmemize yardımcı olmaktadır. Filozofların düşüncelerine mevzu edindikleri meselelerden birisi de dildir. Dil, düşünceye mevzu edinilen en
Hayyam Celilzade
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Gottlob Frege (Wismar 1848 – Bad Kleinen 1925) is one of the founding fathers of modern logic and philosophy of mathematics, and, in general, of analytic philosophy. He was the first to acknowledge that the problem of the foundations of mathematics awaited an answer, and it is in the light of his foundational programme that his whole intellectual ...
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Bolzano on sense and reference
In the present article author examines the concept of B. Bolzano's sign, its place in the “Theory of Science” and the philosophical premises that determine its specificity.
Kirill A. Gabrusenko
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AbstractI show that any sentence ofnth-order (pure or applied) arithmetic can be expressed with no loss of compositionality as a second-order sentence containing no arithmetical vocabulary, and use this result to prove a completeness theorem for applied arithmetic. More specifically. I set forth an enriched second-order languageL.
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