 | Charles de Neuvéglise - 1700 - 1254 σελίδες
...after this way, there can be found no Divifor which fucceeds, we are to conclude, that the propofed Quantity will not admit of a Divifor of two Dimenfions....The fame Method may be extended to the Invention of Db ifors of more Dimenfions, by feeking in the aforefaid Sums and Differences not arithmetical Progreffions,... | |
 | Isaac Newton, Edmond Halley - 1720 - 312 σελίδες
...Way, there can be found no Divifor which fucceeds, we are to conclude, that the propos 'd Qu unity will not admit of a Divifor of two Dimenfions. The...to the Invention of Divifors of more Dimenfions, by feekinc; in the aforefaid Terms and Differences, not Arithmetical Progreffions, but fome others, the... | |
 | Willem Jacob 's Gravesande - 1749 - 210 σελίδες
...Divifor that fucceeds can be found by thefe means, we may conclude that the Quantity propos'd does not admit of a Divifor of two Dimenfions. The fame method may be extended to the finding Divifors of more Dimenfions, by feeking in the aforefaid Sums or Differences, not Arithmetic... | |
 | Willem Jacob 's Gravesande - 1752 - 212 σελίδες
...Divifor that fucceeds can be found by thefe means, we may conclude that the Quantity propos'd does not admit of a Divifor of two Dimenfions. The fame method may be extended to the finding Divifors of more Disnenfions,by feeking in the aforeiaid Sums or Dsfferences, not Arithmetic... | |
 | Isaac Newton - 1769 - 638 σελίδες
...after this way, there can be found no Divifor which fucceeds, we are to conclude, that the propofed Quantity will not admit of a Divifor of two Dimenfions....Divifors of more Dimenfions, by feeking in the aforefaid Sums and Differences not arithmetical Progrefllons, but fome others, the firft, fecond, and third,... | |
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Quantity will not admit of a Divifor of two Dimenfions. The fame Method may be extended to the Invention of Divifors of more Dimenfions, by feeking in the aforefaid... 