Mathematics in AristotleClarendon Press, 1949 - 291 Seiten |
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Seite 11
... nature ' ; and ovoký is not coterminous with our ' physics ' . But , if this qualification is remembered , the use of the word ' physics ' as a rendering is not likely to lead to any confusion . Joachim has given a succinct account of ...
... nature ' ; and ovoký is not coterminous with our ' physics ' . But , if this qualification is remembered , the use of the word ' physics ' as a rendering is not likely to lead to any confusion . Joachim has given a succinct account of ...
Seite 97
... Nature too , we must first try to determine what belongs to the principles . The natural course leads from what is better known and clearer to us to what is clearer and better known in the order of nature ; for it is not the same things ...
... Nature too , we must first try to determine what belongs to the principles . The natural course leads from what is better known and clearer to us to what is clearer and better known in the order of nature ; for it is not the same things ...
Seite 114
... nature of earth are carried : this indicates that ' up ' and ' down ' differ not only in position but in potency or force . The evidence of mathematical objects confirms this : for , though they are not in place , nevertheless according ...
... nature of earth are carried : this indicates that ' up ' and ' down ' differ not only in position but in potency or force . The evidence of mathematical objects confirms this : for , though they are not in place , nevertheless according ...
Inhalt
INTRODUCTION I | 11 |
CATEGORIES | 17 |
c Observational astronomyphaenomena | 25 |
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Häufige Begriffe und Wortgruppen
Antiphon Archimedes argument Aristarchus of Samos Aristotle Aristotle says Aristotle's assume assumption astronomy attributes axioms body caelo centre circumference clear continuous cylinder definition Democritus described diagonal diameter distance divided divisible earth equal Eucl Euclid Eudemus Eudoxus exists extremities fact figure finite force fulcrum genus geometry given gnomons Greek Mathematics Hence hypothesis Iamblichus indivisible lines infinite number isosceles length less lesser lever lunes magnitude mathematician matter means Metaph method of exhaustion moon motion movent nature Oxford translator parallel particular passage perpendicular Phys physics plane Plato polygon position principles Proclus proof proportion proposition proved Pythagoreans radius ratio rectilinear reductio ad absurdum respectively rest right angles semicircle sense sensible separate side similarly Simplicius solid speed sphere square straight line suppose Themistius theorem things Timaeus traverse triangle weight whole words ἐν καὶ τὰ τῆς τὸ