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

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Degeneracy Algebras and Dynamical Algebras, general work on logical consequence — (cf. van Benthem 1985, 2003; Etchemendy 1990; Siebel 1996, 2002; Tatzel 2002). Most commentators agree that Bolzano’s account fails, and my position is not essentially different.. However, Bolzano’s views are both more complex and more interesting than one migh

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Filtered Groups and Lie Algebrasat I do not use the term ‘proof theory’ which Bolzano’s theory is not — that has attracted some attention in recent years. When it comes to explaining the nature of deductive knowledge at large, Bolzano distinguishes between three notions: grounding (.), objective justification (.) and what we may c

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Filtered Groups and Lie Algebrascounts. In the . to the latter — the title is . — Bolzano criticises Kant’s doctrine of pure intuition. The views he puts forward in the latter have been discussed in some detail (Laz 1993; Rusnock 2000; Sebestik 1992).. In fact, commentators tend to rely exclusively on this short text when it comes

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Nilpotent and Solvable Lie Algebrassent a vast historical interest and arguably a philosophical one as well — the latter as long as they are considered for what they are: an investigation 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 co

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https://doi.org/10.1007/978-3-540-70634-2is true’ should be ascribed to “things” or to “thoughts”. The property of being true, Leibniz observed, cannot be ascribed to thoughts since a truth, for instance, that the surface described by a fixed length on a plane is a circle does not depend on the fact that it be thought. But the predicate ‘i

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2634-5994 of Bolzano‘s views on a series of key issues: the analysis of meaning, generality, analyticity, logical consequence, mathematical demonstration and knowledge by virtue of meaning.978-1-349-29964-5978-0-230-30864-0Series ISSN 2634-5994 Series E-ISSN 2634-6001

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