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SOURCES FOR THE HISTORY OF SPACE CONCEPTS IN ... - CBPF

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24 <strong>CBPF</strong>-NF-084/96<br />

– SEIDENBERG, A.: “The ritual origin of Geometry”, Archive for Historyof Exact Science 1 (5),<br />

pp. 488-527.<br />

– WESTFALL, R.S.: “The Foundations of Newton’s Philosophy of Nature”, The British Journal<br />

for the Historyof Science, 1, pp. 171-182.<br />

– ZIMMERMAN, E.I.: “The Macroscopic Nature of Space–Time”, American Journal Physics 30<br />

(2), 97-105.<br />

c.<br />

– GOOD, I.J.: “Winding Space”, in: GOOD, I.J. (Ed.): The scientist speculates: an anthologyof<br />

partly–baked ideas, N.Y., Basic Books, pp. 330-337.<br />

– GUTHRIE, W.K.C.: A Historyof Greek Philosophy, Cambridge, Cambridge Univ. Press, 6 vols.,<br />

1962-81. Cf. “space”, “place”, “infinity”, “void”.<br />

– LALANDE, André: Vocabulaire Technique et Critique de la Philosophie, Neuvième Édition, Paris,<br />

Presses Universitaire de France, pp. 298-9.<br />

– MASRIERA, Miguel: “Physics, Stereochemistry, and the fourth dimension”, in: GOOD, I.J.<br />

(Ed.), op. cit., pp. 329-30.<br />

–MICHEL,Paul–Henri:LaCosmologie de Giordano Bruno, Paris, Hermann. Chap. VI – ‘L’univers<br />

infini”.<br />

– SAMBURSKY, S.: “Space and Time”, first chapter of The Physical World of Late Antiquity,<br />

London, Routledge & Kegan Paul, reprinted in 1987, pp. 1-20.<br />

1963<br />

a.<br />

– COSTA DE BEAUREGARD, O.: La notion de temps: équivalence avec l’espace, Paris, Hermann.<br />

Cf. COSTA DE BEAUREGARD, 1983.<br />

– SCHLICK, Moritz: Space and Time in ContemporaryPhysics, New York, Dover Publ. (Cf.<br />

Italian translation, SCHLICK, 1979).<br />

– TORNEBOHM, Hakan: Concepts and principles in space–time theorywithin Einstein’s special<br />

theoryof relativity, Stockolm, Almqvist and Wiksell.<br />

b.<br />

–BÜCHEL, W.: “Warum hat der Raum drei Dimensionen?’, Physikalische Blätter 19, pp. 547-49.<br />

See also BÜCHEL, 1965 and FREEMAN, 1969.<br />

– REMNANT, Peter: “Incongruous Counterparts and Absolute Space”, Mind, n.s., 72, No. 287,<br />

pp. 393-9.<br />

– TANGHERL<strong>IN</strong>I, F.R.: “Schwarzschild Field in n-Dimensions and the Dimensionality of Space<br />

Problem”, Nuovo Cimento 27, 636-651.<br />

c.<br />

– BROAD, C.D.: El Pensamiento Científico, Madrid, Editorial Tecnos; Chapter I (El Concepto<br />

tradicional de Espacio y el Principio de la Abstracción Extensiva), pp. 25-43, & Chapter XII<br />

(Espacio–Tiempo sensible y físico), pp. 323-348. Spanish Translation of Scientific Thought,<br />

London, Routledge & Kegan Paul, 1923.<br />

– CARNAP, Rudolf: “Adolf Grünbaum on the Philosophy of Space and Time”, in: SCHILPP,<br />

P.A.: The Philosophyof Rudolf Carnap, La Sale, Open Court, pp. 952-958.<br />

–GRÜNBAUM, Adolf: “The special theory of relativity as a case study of the importance of the<br />

philosophy of science for the history of science”, in: BAUMR<strong>IN</strong>, B. (Ed.) Philosophyof Science,<br />

vol. II, Interscience Publ., J. Wiley and Sons, p. 171.<br />

–GRÜNBAUM, Adolf: “Carnap’s views on the foundations of geometry”, in: SCHILPP, P.A.:<br />

The Philosophyof Rudolf Carnap, La Salle, Open Court, pp. 599-684.

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