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Probabilities --- Knowledge, Theory of --- Probabilités --- Théorie de la connaissance --- History --- Histoire --- Pascal, Blaise, --- Pascal, Blaise, --- Pascal, --- Contributions in mathematics. --- Et les mathématiques
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Art --- Geometrical drawing --- Lettering --- Perspective --- Dessin géométrique --- Lettrage --- Early works to 1800 --- Early works to 1800. --- Ouvrages avant 1800 --- Dürer, Albrecht, --- Traite --- Durer, Albert --- Mathématique --- Alphabet --- Renaissance --- Géométrie --- Peintre --- 15e siècle --- Mathématiques --- Géométrie. --- Perspective. --- Ouvrages avant 1800. --- Dürer, Albrecht. --- Geometry --- Projection (géométrie) --- Dessin géométrique --- Constructions géométriques --- Proportions (art) --- Dürer, Albrecht --- Et les mathématiques.
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Magic squares --- Mathematics --- Carrés magiques --- Mathématiques --- History --- Histoire --- Pascal, Blaise, --- Pascal, --- Contributions in mathematics --- Et les mathématiques --- Number theory --- Number study --- Numbers, Theory of --- Algebra --- Latin squares and rectangles --- Squares, Magic --- Mathematical recreations --- Pascal, Blaise --- Montalte, Louis de, --- Pasukaru, Burēzu, --- Paskalʹ, Blėz, --- Pascal, Biagio, --- Pʻa-ssu-kʻa-erh, Pu-lai-tzu, --- Pa-ssu-ka, Pa-ssu-chia-erh, --- Pa-ssu-chʻieh-erh, Pa-ssu-chʻia, --- Ppasŭkkal, --- Montaltius, Ludovicus, --- פסקל, בלז --- פסקל, ב., --- Montaltius, Ludovicus --- de Montalte, Louis --- Carrés magiques --- Mathématiques --- Et les mathématiques --- Contributions in mathematics. --- 파스칼 --- Pascal , Blaise , 1623-1662
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John Cleary here explores the role which the mathematical sciences play in Aristotle's philosophical thought, especially in his cosmology, metaphysics, and epistemology. He also thematizes the aporetic method by means of which he deals with philosophical questions about the foundations of mathematics. The first two chapters consider Plato's mathematical cosmology in the light of Aristotle's critical distinction between physics and mathematics. Subsequent chapters examine three basic aporiae about mathematical objects which Aristotle himself develops in his science of first philosophy. What emerges from this dialectical inquiry is a different conception of substance and of order in the universe, which gives priority to physics over mathematics as the cosmological science. Within this different world-view, we can better understand what we now call Aristotle's philosophy of mathematics.
Philosophy, Ancient --- Mathematics --- Mathematics, Greek --- Cosmology, Ancient --- Metaphysics --- Philosophie ancienne --- Mathématiques --- Mathématiques grecques --- Cosmologie antique --- Métaphysique --- Philosophy --- History --- Philosophie --- Histoire --- Aristotle --- Contributions in mathematics --- Et les mathématiques --- -Math --- Science --- Aristoteles --- Contributions in mathematics. --- Philosophy. --- -Philosophy --- Aristote --- Aristotile --- Mathématiques --- Mathématiques grecques --- Métaphysique --- Et les mathématiques --- Logic of mathematics --- Mathematics, Logic of --- Aristotle. --- Aristoteles. --- Arisṭāṭṭil --- Aristo, --- Aristotel --- Aristotele --- Aristóteles, --- Aristòtil --- Arisṭū --- Arisṭūṭālīs --- Arisutoteresu --- Arystoteles --- Ya-li-shih-to-te --- Ya-li-ssu-to-te --- Yalishiduode --- Yalisiduode --- Ἀριστοτέλης --- Αριστοτέλης --- Аристотел --- ארסטו --- אריםטו --- אריסטו --- אריסטוטלס --- אריסטוטלוס --- אריסטוטליס --- أرسطاطاليس --- أرسططاليس --- أرسطو --- أرسطوطالس --- أرسطوطاليس --- ابن رشد --- اريسطو --- Pseudo Aristotele --- Pseudo-Aristotle --- アリストテレス --- Arisṭ --- Mathematics - Philosophy
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