Titlebook: Bolzano‘s Theoretical Philosophy; An Introduction Sandra Lapointe Book 2011 Palgrave Macmillan, a division of Macmillan Publishers Limited

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Nilpotent and Solvable Lie Algebrason in the nature of collective entities whose results are put to work in Bolzano’s semantics as well as in his philosophy of mathematics. Bolzano’s collections (.) are neither sets, nor mereological sums, nor classes. What they are follows from the following tentative definition:

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Things, Collections and Numbers,on in the nature of collective entities whose results are put to work in Bolzano’s semantics as well as in his philosophy of mathematics. Bolzano’s collections (.) are neither sets, nor mereological sums, nor classes. What they are follows from the following tentative definition:

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Frege, Meaning and Communication,e latter but to what he calls . or . (possible thoughts). Notwithstanding certain definitional qualifications,. it is to this Lebnizian idea -which he also ascribes to the Stoics — that Bolzano appeals when he asserts that he was not the first to have put forward the notion of a . (cf. Bolzano 1837, §21, 84, 85).

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Introduction,have had his doubts and to fail to know whether it “be true or of a truly divine nature”. Why then become a priest? Bolzano’s reasons were in part sentimental — he believed it had been the wish of his deceased mother — in part ethical. Bolzano adhered to a distinct form of religious pragmatism: he a

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Kant and German Philosophy,missed under the same pretext is significant. It included Lazarus Ben-David from Vienna in 1793, Anton Kreil from Pest in 1795, Stephan Tichy from Kaschau in 1795 and Benedikt Feilmoser from Innsbruck in 1820.

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