Download Phenomenology and Mathematics (Phaenomenologica, Volume 195) by Mirja Hartimo PDF
By Mirja Hartimo
Mirja Hartimo. Phenomenology and arithmetic. Springer, 2010 (Phaenomenologica, Vol. 195). 244 Pages
Book Description
During Edmund Husserl’s lifetime, smooth good judgment and arithmetic speedily constructed towards their present outlook and Husserl’s writings should be fruitfully in comparison and contrasted with either nineteenth century figures (Boole, Schröder, Weierstrass) in addition to the twentieth century characters (Heyting, Zermelo, Gödel). along with the extra ancient experiences, the interior ones on Husserl by myself and the exterior ones trying to make clear his position within the extra common context of the constructing arithmetic and common sense, Husserl’s phenomenology deals additionally a systematically wealthy yet little researched quarter of research. This quantity goals to set up the place to begin for the improvement, evaluate and appraisal of the phenomenology of arithmetic. It gathers the contributions of the most students of this rising box into one ebook for the 1st time. Combining either historic and systematic stories from a variety of angles, the amount charts solutions to the query "What type of philosophy of arithmetic is phenomenology?"
Editorial Reviews
From the stories: “The quantity Phenomenology and arithmetic includes 9 articles in line with the shows given on the 2007 convention of an analogous identify in Tampere, Finland. … the standard of the person articles is particularly excessive as they current quite often mature positions. as a result, it really is definitely an exceptional quantity and a big contribution to the fashion of starting to be curiosity in Husserl’s (early) paintings at the philosophy of good judgment and arithmetic and their relation to phenomenology.” (Carlo Ierna, heritage and Philosophy of good judgment, Vol. 32, November, 2011)
The current assortment gathers jointly the contributions of the realm major students operating within the intersection of phenomenology and arithmetic. in the course of Edmund Husserl’s lifetime (1859-1938) glossy common sense and arithmetic swiftly built towards their present outlook and Husserl’s writings might be fruitfully in comparison and contrasted with either nineteenth century figures corresponding to Boole, Schröder and Weierstrass in addition to the twentieth century characters like Heyting, Zermelo, and Gödel. in addition to the extra historic reports, either the inner ones on Husserl by myself and the exterior ones trying to make clear his function within the extra common context of the constructing arithmetic and common sense, Husserl’s phenomenology deals additionally a systematically wealthy yet little researched quarter of research. the current quantity goals to set up the start line for the improvement, review and appraisal of the phenomenology of arithmetic. It gathers the contributions of the most students of this rising box into one e-book for the 1st time. Combining either old and systematic stories from quite a few angles, the quantity charts solutions to the query "What type of philosophy of arithmetic is phenomenology?"
Book Details
Hardcover: 243 pages
Publisher: Springer; 2010 version (April 14, 2010)
Language: English
ISBN-10: 9048137284
ISBN-13: 978-9048137282
Printed ebook Dimensions: 6.1 x 0.6 x 9.2 inches
Read or Download Phenomenology and Mathematics (Phaenomenologica, Volume 195) PDF
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Extra resources for Phenomenology and Mathematics (Phaenomenologica, Volume 195)
Example text
Moreover, if the official interpretation of the transcendental turn as a rapprochement to Kant were correct, Husserl 4 Although Carnap never acknowleged having been a student of Husserl, he was his student at least during three semesters after having completed his dissertation. See on this issue (Schuhmann 1977, 281), as well as, my recent book (Rosado Haddock 2008). 28 guillermo e. rosado haddock would seem to fall under his own criticism of Kantianism and of other sorts of specific relativism in Chapter VII of the first volume of Logische Untersuchungen.
Tieszen, R. 2005b. Phenomenology, Logic, and the Philosophy of Mathematics. Cambridge: Cambridge University Press. Tieszen, R. 2006. After Gödel: Mechanism, Reason and Realism in the Philosophy of Mathematics. Philosophia Mathematica 14: 229–254. In a special issue on Kurt Gödel. Wang, H. 1974. From Mathematics to Philosophy. London: Routledge & Kegan Paul. CHAPTER II PLATONISM, PHENOMENOLOGY, AND INTERDERIVABILITY Guillermo E. Rosado Haddock Abstract. In this paper I try to offer a definitive answer to the question of the relation of Husserl’s phenomenology to mathematical Platonism and constructivism of the Brouwerian sort.
They are not the subjective ideas or thoughts or images of human beings. They are not immanent to human consciousness but they are supposed to transcend human consciousness. They are not internal to human consciousness but are in some sense external to it. They are supposed to exist whether there are minds in the universe or not. They would exist even if there were no minds or had never been any minds. The properties of “being expressed” or “being thought of” are not essential to mathematical objects.