Thesis ID: CBB001561650

Paul Valéry: Parmi la mathématique (2006)

unapi

Joseph, Rima (Author)


Stanford University
Gumbrecht, Hans Ulrich


Publication Date: 2006
Edition Details: Advisor: Gumbrecht, Hans Ulrich
Physical Details: 208 pp.
Language: French

Based on Paul Valéry's interest in the sciences as documented in his Notebooks and by retracing his readings in these disciplines, this dissertation identifies specific examples of mathematical theories and constructs, tracing their influence on the development of Valéry's poetics through conceptual and formal modeling. Rather than viewing investigation in scientific domains as separate from the poet's literary works, this dissertation defines the place of mathematics and the philosophy of mathematics in the emergence of a system which ultimately theorizes the creative process in general, and in doing so sheds new light on Valéry's poetics and literary oeuvre. The recourse to mathematical models is contextualized within the cultural history of the period. The elucidation of such models used in metaphors by Valéry reveal mathematics as an aesthetic object ultimately forming his poetics and thus provides an argument for a revised depiction of valeryan poetics, both in the sense of the poet's own writing processes and in terms of the study of literary influence, lineage and posterity. An account of the theoretical and philosophical debates of the period on the subject of the philosophy of mathematics is given in relation to the theorisation of aesthetics, in a comparative perspective on the psychology of creativity and in a context largely surpassing the case of Paul Valéry, while their inclusion pushes farther the boundaries of cultural and intellectual history in literary studies.

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Description Cited in Diss. Abstr. Int. A 67/02 (2006): 556. UMI pub. no. 3209044.


Citation URI
https://data.isiscb.org/isis/citation/CBB001561650/

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Authors & Contributors
Telloni, Agnese Ilaria
Maroscia, Paolo
Toffalori, Carlo
Perrone Capano, Lucia
Lolli, Gabriele
Kwapisz, Jan
Journals
Configurations: A Journal of Literature, Science, and Technology
Science and Education
British Society for the History of Mathematics Bulletin
American Journal of Philology
19: Interdisciplinary Studies in the Long Nineteenth Century
Publishers
UTET
Washington University in St. Louis
University of California, Davis
Peter Lang
Carocci Editore
Bollati Boringhieri
Concepts
Mathematics
Science and literature
Poetry and poetics
Mathematics and art
Interdisciplinary approach to knowledge
Philosophy of mathematics
People
Musil, Robert
Alighieri, Dante
Hans Magnus Enzensberger
Elytis, Odysseas
Daniel Kehlmann
Pound, Ezra Loomis
Time Periods
20th century
19th century
Medieval
Ancient
18th century
Early modern
Places
Italy
Germany
Hellenistic world
Mediterranean region
France
Egypt
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