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TLDR. The origins of Fregean and neo-Fregean foundations for arithmetic and real analysis are traced and it is argued that an Architectonic version of $FC$ is indeed faithful to Frege’s definition of real numbers, and compatible with his views on natural ones. Expand.
2 de sept. de 2019 · On the foundations of geometry and formal theories of arithmetic : Frege, Gottlob, 1848-1925 : Free Download, Borrow, and Streaming : Internet Archive.
On the foundations of geometry and formal theories of arithmetic, by Gottlob Frege, translated and with an introduction by Eike-Henner W. Kluge, Yale University Press, New Haven and London1971, pp. 3–5. - Gottlob Frege and David Hilbert.
Semantic Scholar extracted view of "On the Foundations of Geometry and Formal Theories of Arithmetic" by F. O'Gorman. Skip to search form Skip to main content ... @article{OGorman1973OnTF, title={On the Foundations of Geometry and Formal Theories of Arithmetic}, author={Frank O'Gorman}, journal={Philosophical Studies}, year={1973 ...
On the foundations of geometry and formal theories of arithmetic, by Gottlob Frege, translated and with an introduction by Eike-Henner W. Kluge, Yale University Press, New Haven and London 1971, pp. xi-xlii.
On the Foundations of Geometry and Formal Theories of Arithmetic. By Gottlob Frege. Translated and with an introduction by Eike-Henner W. Kluge. Pp xlii + 163.
Summary: The primary aim of this volume is to make available to the English-speaking reader of Frege's more important writings on the notion of a purely formal theory and on independence proofs from the axioms of axiomatic systems
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