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Carnap’s Conception of Philosophy
2012In one respect it seems easy to explain Carnap’s conception of philosophy: he is believed to be a proponent of scientific philosophy – or, stating it in other words, many believe that he tried to help to establish philosophy as an exact science. However in a later interview Carnap explained how this idea rested on a simple misunderstanding.
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With a view to highlighting the importance of archival and less well-known primary sources for our understanding of Rudolf Carnap’s philosophy, this chapter investigates several examples of concrete influences on his thinking, from nineteenth-century Herbartianism and empiriocriticism, the German Youth Movement, Bauhaus modernism and the revolution ...
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Carnap, Semantics and Ontology
Erkenntnis, 2004zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Synthese, 1960
Kant’s question ‘How are synthetic judgments a priori possible?’ precipitated the Critique of Pure Reason. Question and answer notwithstanding, Mill and others persisted in doubting that such judgments were possible at all. At length some of Kant’s own clearest purported instances, drawn from arithmetic, were sweepingly disqualified (or so it seemed ...
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Kant’s question ‘How are synthetic judgments a priori possible?’ precipitated the Critique of Pure Reason. Question and answer notwithstanding, Mill and others persisted in doubting that such judgments were possible at all. At length some of Kant’s own clearest purported instances, drawn from arithmetic, were sweepingly disqualified (or so it seemed ...
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Carnap’s Theories of Confirmation
2011The first theory of confirmation that Carnap developed in detail is to be found in “Testability and Meaning”. In this paper, he addressed the issue of a definition of empiricism, several years after abandoning the quest for a unique and universal logical framework supposed to be the basis of a clear distinction between the meaningful sentences of ...
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Carnap’s Criterion of Logicality
2009Characterizing in a principled manner the distinction between logical and non-logical expressions has been a longstanding issue in the philosophy of logic. In The Logical Syntax of Language, Carnap proposes a syntactic solution to this problem, which aims at grounding the claim that logic and mathematics are analytic. Roughly speaking, his idea is that
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Analysis, 2011
In the present paper the tools of this argument are applied to another influential view, namely to the proposal that the analytical component of a theory is captured by its ‘Carnap sentence’. Recall that if S is a theory and S its Ramsey sentence, the corresponding Carnap sentence is the implication (S → S).
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In the present paper the tools of this argument are applied to another influential view, namely to the proposal that the analytical component of a theory is captured by its ‘Carnap sentence’. Recall that if S is a theory and S its Ramsey sentence, the corresponding Carnap sentence is the implication (S → S).
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Philosophical Topics, 2006
I studied Kanťs philosophy with Bruno Bauch in Jena. In his seminar, the Critique of Pure Reason was discussed in detail for an entire year. I was strongly impressed by Kant's conception that the geometrical structure of space is determined by the form of our intuition.
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I studied Kanťs philosophy with Bruno Bauch in Jena. In his seminar, the Critique of Pure Reason was discussed in detail for an entire year. I was strongly impressed by Kant's conception that the geometrical structure of space is determined by the form of our intuition.
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2003
Abstract Rudolf Carnap (1891-1970) was the most important philosopher of the twentieth-century movement known as logical positivism or logical empiricism. He arrived at the University of Vienna as a Privatdozent in 1926 and immediately became active in the Vienna Circle, a group of philosophers and mathematicians that met regularly to ...
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Abstract Rudolf Carnap (1891-1970) was the most important philosopher of the twentieth-century movement known as logical positivism or logical empiricism. He arrived at the University of Vienna as a Privatdozent in 1926 and immediately became active in the Vienna Circle, a group of philosophers and mathematicians that met regularly to ...
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