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30 CBPF-NF-084/96 – DORLING, J.: “The dimensionality of time”, American Journal Physics 38, pp. 539-40. – EARMAN, J.: “Who’s afraid of absolute space?”, Australian Journal of Philosophy, 48, pp. 287-319. – EARMAN, J.: “Space–time, or how to solve philosophical problems and dissolve Philosophical Muddles without really trying”, Journal of Philosophy, 67, pp. 259-277. – FARIS, J.J.: “Comment on ‘Why is space three–dimensional?’ ”, American Journal Physics 38, p. 1265. – LACEY, Hugh M.: “The Scientific Intelligibility of Absolute Space: a Study of Newtonian Argument”, The British Journal for the Philosophyof Science, 21, No. 4, pp. 317-342. – SCHUHL, P.M. et al.: “Espace et temps dans la cité, la litterature et les mythes grecs”, Revue de Synthèse, 57-58, 96. c. – BUNGE, M.: “Space and Time in Modern Science”, in: Anais da II Bienal de Ciência e Humanismo, São Paulo. – EISELE, Carolyn: “C.S. Peirce and the scientific philosophy of Ernst Mach”, in: XIIe Congrès International d’Histoire des Sciences (1968), Paris, A. Blanchard, Actes, t. 2, p. 33-40. – MES, G.M.: Mundus cognobilis and mundus causalis, The Hague, Nijhoff. – STEIN, Howard: “Newtonian Space-time”, reprinted in: PALTER, R. (Ed.): The Annus Mirabilis of Sir Isaac Newton, Cambridge, Cambridge Univ. Press, pp. 258-274. 1971 a. – BANG, V. et al.: La epistemologia del espacio, Buenos Aires, Libreria del Ateneo, 1971. – FEIGL, Herbert and MAXWELL, Grover (Eds.): Scientific Explanation, Space and Time, Minneapolis, Univ. of Minnesota Press, third printing. – HOLLING, Joachim: Realismus und Relativität: philosophische Beitrage zum Raum–Zeit– Problem, München, W. Fink. –JAEGLÉ, Pierre: Essai sur l’espace et le temps du point de vue du materialisme dialectique, Paris, Centre d’ Études et de Récherches Marxistes. – KUZNETZOV, I.V. (Ed.): Space, Time, Motion, Moscow, Nauka (in russian). –MESMIN,G.:L’enfant, l’architecture et l’espace, Tournai, Casterman. – PIAGET, Jean y colaboradores, La epistemologia del Espacio, Buenos Aires, El Ateneo. b. – EARMAN, John: “Kant, Incongruous Counterparts and the Nature of Space and Space–Time”, Ratio 13, pp. 1-18. – GUREVICH, L. & MOSTEPANENKO, V.: “On the existence of atoms in n–dimensional space”, Physics Letters A 35, pp. 201-2. – HOOKER, Clifford A.: “The Relational Doctrines of Space and Time”, Britsh Journal for the Philosophyof Science, 22, pp. 97-130. – INGHAM, John: “Time and Space in Ancient Mexico: the Symbolic Dimensions of Clanship”, Man, 6, No. 4, pp. 615-629. – LACEY, H.: “The Philosophical Intelligibility of Absolute Space”, The British Journal for the Philosophyof Science, 21, pp. 317-342. – MARIWALLA, K.H.: “Dimensionality of space–time”, Journal Mathematical Physics 12, pp. 96-99.
31 CBPF-NF-084/96 – PALTER, R.: “Absolute Space and Absolute Motion in Kant’s Critical Philosophy”, Synthese, 23, pp. 47-62. – PATRICIOS, N.N.: “The Spatial Concepts of the Ancient Greeks”, American Classical Review 14, pp. 17-36. –SCHÖNBERG, Mario: “Electromagnetism and Gravitation”, Revista Brasileira de Física 1, pp. 91-122. – SHEPARD R.N. & METZLER, J.: “Mental rotation of three-dimensional objects”, Science 171, pp. 701-703. c. – ARONOV, R.A.: “On the foundations of the hypothesis of discrete character of space and time”, in: ZEMAN, Jiˇrí(Ed.),Time in Science and Philosophy: an International Study of Some Current Problems, Amsterdam, Elsevier Publ. – CANGUILHEM, G. et al. (eds.): Introduction à l’Histoire des Sciences: textes choisis, Biarritz, Lib. Hachette, cf. “Les Géométries non–Euclidiennes”, pp. 97-130. – ČAPEK, M.: “Two critics of Newton prior to Mach: Boscovich and Stallo”, in: XIIe Congrès International d’Histoire des Sciences (1968), Paris, A. Blanchard, Actes, t. 4, p. 35-7. – COBURN, Robert C.: “Identity and Saptio–Temporal Continuity”, in: MUNITZ, Milton K. (Ed.): Identityand Individuation, NewYork. – GAVIRIA, Mario: Campo, Urbe yEspacio del Ocio, Madrid, Siglo XXI de España Eds. – GRANT, Edward: “The arguments of Nicholas of Autrecourt for the existence of interparticulate vacua”, in: XIIe Congrès International d’Histoire des Sciences, op. cit. t. 3, p. 65-8. – HIROSIGE, Tetu: “Decline of the ether”, in: XIIe. Congrès International d’Histoire des Sciences (1968), op. cit., t.5,p.45. –LÉVY–BRUHL, Lucien: La mentalità primitiva, Torino, Einaudi, seconda edizione, 1971 (Cf. LÉVY–BRUHL, 1922). –KLEIN,E.:Comprehensive Etymological Dictionary of the English Language, Amsterdam,Elsevier. Cf. “room”, p. 642. – VERNANT, J.-P.: “Espace et organization politique en Grèce ancienne”, in: Mythe et pensée chez le Grecs, vol. 1, Paris, pp. 207-29. 1972 a. –LACEY,HughM.:Alinguagem do espaço e do tempo, São Paulo, Editora Perspectiva. –PIETERS,HermanA.: A psychologist looks at space, motion and time: An essay, Utrecht, Oesthoek. – SCHAFFNER, K.F.: Nineteenth–centuryaether theories, Oxford, New York, Pergamon Press. –SCHWARZ,G.: Raum und Zeit als naturphilosophisches Problem, Wien - Freinburg - Basel, Herder. – SWEENEY, Leo: Infinityin the Presocratics: a bibliographical and philosophical study, The Hague, Nijhoff. – TEILHARD DE CHARDIN, Pierre: Refléxions et prières dans l’espace–temps. Textes assemblés et annotés par Edouard et Suzanne BRET, Paris, Éditions du Seuil. b. – BOLLINI, C.G. & GIAMBIAGI, J.J.: “Lowest order ‘divergent’ graphs in ν–dimensional space”, Physics Letters B 40, pp. 566-68. – BOLLINI, C.G. & GIAMBIAGI, J.J.: “Dimensional renormalization: the number of dimensions as regularization parameter”, Nouvo Cimento 12B, p.20.
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