Diophantos of Alexandria: A Study in the History of Greek Algebra |
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Page x
... SOLUTION . § 1. General remarks . Criticism of the positions of Hankel and Nesselmann ( A ) Determinate equations of different degrees . 83-88 88-114 · ( 1 ) Pure equations of different degrees , i.e. equations con- taining only one ...
... SOLUTION . § 1. General remarks . Criticism of the positions of Hankel and Nesselmann ( A ) Determinate equations of different degrees . 83-88 88-114 · ( 1 ) Pure equations of different degrees , i.e. equations con- taining only one ...
Page 2
... , ἥμισυ πατρός , Τοῦ δὲ καὶ ἡ κρυερὸς μέτρον ἑλων βιότου . Πένθος δ ̓ αὖ πισύρεσσι παρηγορέων ἐνιαυτοῖς Τῇδε πόσου σοφίῃ τέρμ ̓ ἐπέρησε βίου . The solution of this epigram - problem gives 84 as 2 DIOPHANTOS OF ALEXANDRIA .
... , ἥμισυ πατρός , Τοῦ δὲ καὶ ἡ κρυερὸς μέτρον ἑλων βιότου . Πένθος δ ̓ αὖ πισύρεσσι παρηγορέων ἐνιαυτοῖς Τῇδε πόσου σοφίῃ τέρμ ̓ ἐπέρησε βίου . The solution of this epigram - problem gives 84 as 2 DIOPHANTOS OF ALEXANDRIA .
Page 3
A Study in the History of Greek Algebra Sir Thomas Little Heath. The solution of this epigram - problem gives 84 as the age at which Diophantos died . His boyhood lasted 14 years , his beard grew at 21 , he married at 33 ; a son was born ...
A Study in the History of Greek Algebra Sir Thomas Little Heath. The solution of this epigram - problem gives 84 as the age at which Diophantos died . His boyhood lasted 14 years , his beard grew at 21 , he married at 33 ; a son was born ...
Page 21
... solution of determinate quadratic equations , is not found in our Dioph .; and even supposing that it was given in the Ms. which Regiomontanus saw , this is not a point which would deserve special mention . object of turning into Latin ...
... solution of determinate quadratic equations , is not found in our Dioph .; and even supposing that it was given in the Ms. which Regiomontanus saw , this is not a point which would deserve special mention . object of turning into Latin ...
Page 25
... solution of Dioph . II . 19 is really only another solution of II . 18 , and does not agree with its own enunciation . Now in the Fakhri we have a problem ( IV . 40 ) with the same enunciation as Dioph . II . 19 , but a solution which ...
... solution of Dioph . II . 19 is really only another solution of II . 18 , and does not agree with its own enunciation . Now in the Fakhri we have a problem ( IV . 40 ) with the same enunciation as Dioph . II . 19 , but a solution which ...
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Common terms and phrases
Abu'l-Wafa Algebra Alkarkhi Arabian Arithmetics Assume Ave Maria Lane Ax² Bachet Bombelli C. J. CLAY Cambridge University Press CLAY & SONS coefficients College commentary condition Cossali Crown 8vo cube Demy 8vo difference Diophantos edition Editor English equal Fellow Fermat final sigma find a right-angled find three numbers find two numbers fraction given number given ratio gives Greek Hence hypotenuse Hypsikles indeterminate equations LL.D Maximus Planudes mentioned method Mohammed ibn Mūsā multiplied Nesselmann Nikomachos notation Notes phantos Polygonal Numbers Porisms problem Professor quadratic Regiomontanus remark required number result right-angled triangle roots side solution solved square number St John's College subtract Suidas symbol Tannery term Theon of Alexandria third translation treatise Trinity College University of Cambridge University Press Warehouse unknown quantity whence words write Xylander δὲ εἰς ἐν καὶ τὰ τὸ τοῦ τῶν
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