This book collects the papers of the conference held in Berlin, Germany, 27-29 August 2012, on 'Space, Geometry and the Imagination from Antiquity to the Modern Age'. The conference was a joint effort by the Max Planck Institute for the History of Science (Berlin) and the Centro die Ricerca Matematica Ennio De Giorgi (Pisa).
...MoreReview Fokko Jan Dijksterhuis (2016) Review of "Mathematizing Space: The Objects of Geometry from Antiquity to the Early Modern Age". Isis: International Review Devoted to the History of Science and Its Cultural Influences (pp. 383-384).
Chapter Henry Mendell (2015) What’s Location Got to Do with It? Place, Space, and the Infinite in Classical Greek Mathematics. In: Mathematizing Space: The Objects of Geometry from Antiquity to the Early Modern Age (pp. 15-63).
Chapter Jesseph, Douglas Michael (2015) Hobbes’s Theory of Space. In: Mathematizing Space: The Objects of Geometry from Antiquity to the Early Modern Age (pp. 193-208).
Chapter David Rabouin (2015) Proclus’ Conception of Geometric Space and Its Actuality. In: Mathematizing Space: The Objects of Geometry from Antiquity to the Early Modern Age (pp. 105-142).
Chapter De Risi, Vincenzo (2015) Introduction. In: Mathematizing Space: The Objects of Geometry from Antiquity to the Early Modern Age (pp. 1-13).
Chapter Jeremy Gray (2015) A Note on Lines and Planes in Euclid’s Geometry. In: Mathematizing Space: The Objects of Geometry from Antiquity to the Early Modern Age (pp. 65-73).
Chapter Andrew Janiak (2015) Mathematics and Infinity in Descartes and Newton. In: Mathematizing Space: The Objects of Geometry from Antiquity to the Early Modern Age (pp. 209-230).
Chapter Franco Farinelli (2015) Subject, Space, Object: The Birth of Modernity. In: Mathematizing Space: The Objects of Geometry from Antiquity to the Early Modern Age (pp. 143-155).
Chapter Alexander Jones (2015) Theon of Smyrna and Ptolemy on Celestial Modelling in Two and Three Dimensions. In: Mathematizing Space: The Objects of Geometry from Antiquity to the Early Modern Age (pp. 75-103).
Chapter Graciela De Pierris (2015) Hume’s Skepticism and Inductivism Concerning Space and Geometry. In: Mathematizing Space: The Objects of Geometry from Antiquity to the Early Modern Age (pp. 255-274).
Chapter Daniel Garber (2015) Leibniz’s Transcendental Aesthetic. In: Mathematizing Space: The Objects of Geometry from Antiquity to the Early Modern Age (pp. 231-254).
Chapter Michael Friedman (2015) Kant on Geometry and Experience. In: Mathematizing Space: The Objects of Geometry from Antiquity to the Early Modern Age (pp. 275-309).
Chapter Gary Hatfield (2015) On Natural Geometry and Seeing Distance Directly in Descartes. In: Mathematizing Space: The Objects of Geometry from Antiquity to the Early Modern Age (pp. 157-191).
Chapter
De Risi, Vincenzo;
(2015)
Introduction
(/isis/citation/CBB849662645/)
Book
Koen Vermeir;
Jonathan Regier;
(2016)
Boundaries, Extents and Circulations: Space and Spatiality in Early Modern Natural Philosophy
(/isis/citation/CBB533366723/)
Article
Brown, Paul Tolliver;
(2009)
Relativity, Quantum Physics, and Consciousness in Virginia Woolf's “To the Lighthouse”
(/isis/citation/CBB001320696/)
Article
Arthur, Richard T. W.;
(2013)
Leibniz's Theory of Space
(/isis/citation/CBB001320866/)
Article
Belkind, Ori;
(2013)
Leibniz and Newton on Space
(/isis/citation/CBB001320865/)
Article
Dyck, Maarten Van;
Verelst, Karin;
(2013)
“Whatever Is Neither Everywhere Nor Anywhere Does Not Exist”: The Concepts of Space and Time in Newton and Leibniz
(/isis/citation/CBB001320861/)
Article
Sauer, Tilman;
(2006)
Field Equations in Teleparallel Space-Time: Einstein's Fernparallelismus Approach Toward Unified Field Theory
(/isis/citation/CBB000771355/)
Article
Wright, Aaron Sidney;
(2014)
The Advantages of Bringing Infinity to a Finite Place: Penrose Diagrams as Objects of Intuition
(/isis/citation/CBB001201044/)
Article
Pesic, Peter;
(2013)
Helmholtz, Riemann, and the Sirens: Sound, Color, and the “Problem of Space”
(/isis/citation/CBB001320409/)
Book
Eisenstaedt, Jean;
(2002)
Einstein et la relativité générale: Les chemins de l'espace-temps
(/isis/citation/CBB000201820/)
Article
Torretti, Roberto;
(2000)
Gravity as spacetime curvature
(/isis/citation/CBB000110494/)
Book
Scholz, Erhard.;
(2001)
Hermann Weyl's Raum--Zeit--Materie and a General Introduction to his Scientific Work
(/isis/citation/CBB000101681/)
Book
Alberto Cogliati;
(2024)
La geometria non euclidea. Una breve storia dall’antichità a Poincaré
(/isis/citation/CBB276091257/)
Book
Berlinski, David;
(2013)
The King of Infinite Space: Euclid and His Elements
(/isis/citation/CBB001213232/)
Thesis
Welsh, Whitney Elizabeth;
(2011)
Unthinkable: Mathematics and the Rise of the West
(/isis/citation/CBB001560636/)
Book
Giuseppe Boscarino;
(2016)
Le forme e i mutamenti della scienza
(/isis/citation/CBB208526052/)
Article
Ambrosi, Gerhard Michael;
(2012)
Pre-Euclidean Geometry and Aeginetan Coin Design: Some Further Remarks
(/isis/citation/CBB001251104/)
Chapter
Jeremy Gray;
(2015)
A Note on Lines and Planes in Euclid’s Geometry
(/isis/citation/CBB826243941/)
Article
Krol, Z.;
(2006)
Ancient Geometry and Plato's Philosophy on the Base of Pappus' “Comment on the Xth Book of Elements of Euclid”
(/isis/citation/CBB000931646/)
Article
Erhard Scholz;
(2019)
E. Cartan’s attempt at bridge-building between Einstein and the Cosserats – or how translational curvature became to be known as torsion
(/isis/citation/CBB349260327/)
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