Osiris, Volumen3Saint Catherine Press, 1938 |
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Página 131
... epicycle which is commonly called the epicycle of the first inequality or argument , but which I call the first or greater epicycle ( 23 ) . In the upper portion of its circumference this greater epicycle revolves in the direction ...
... epicycle which is commonly called the epicycle of the first inequality or argument , but which I call the first or greater epicycle ( 23 ) . In the upper portion of its circumference this greater epicycle revolves in the direction ...
Página 132
epicycle is to the radius of the deferent as 1 1/18 10 ; and to the radius of the smaller epicycle as 4 : 1 ( 26 ) . Thus the moon appears at times rapidly , at times slowly to descend and ascend ; and the motion of the smaller ...
epicycle is to the radius of the deferent as 1 1/18 10 ; and to the radius of the smaller epicycle as 4 : 1 ( 26 ) . Thus the moon appears at times rapidly , at times slowly to descend and ascend ; and the motion of the smaller ...
Página 134
... epicycle . Each deferent has two epicycles ( 32 ) , one of which carries the other , in much the same way as was explained in the case of the moon , but with a different arrangement . For the first epicycle revolves in the direction ...
... epicycle . Each deferent has two epicycles ( 32 ) , one of which carries the other , in much the same way as was explained in the case of the moon , but with a different arrangement . For the first epicycle revolves in the direction ...
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AL-KHUWARIZMI algebra ANQUETIL appears APULEIUS Arabic types Arithmetica Atlas Avesta b₁ Babylonian mathematician Babylonian mathematics Babylonian types bar graphs Berlin BERNOULLI BLAGDEN calculation Calculus of Variations cartograms CAVENDISH Census century charts circle color Commentariolus contains curve diagrams diagrs DIOPHANTUS DIOSCORIDES doctrine edition epicycle EUCLID Example figures formula Galois geometry Geschichte given gives grains granos graphic method graphic representation graphique h₁ h₂ heliotrope Hence ibsi illustrations later LEEUWENHOEK London maps mathematical mathematician means méthode motion negative root Neo-Platonic NEUGEBAUER nomography ointment onça de vnguento Paris peso planet PLAYFAIR POSIDONIUS present problems procedure published quadratic equations quantity represented rreales says solution square statisticians SYRIANUS tables term theory tomín tomines translation Vna onça WILLIAM PLAYFAIR ΙΟ καὶ τὸ τοῦ