A Catalogue of the Portsmouth Collection of Books and Papers Written by Or Belonging to Sir Isaac Newton: The Scientific Portion of which Has Been Presented by the Earl of Portsmouth to the University of Cambridge |
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Page v
Miscellaneous Mathematical subjects . . . . . . 4 VIII . Papers connected with the '
Principia . ' A . General . . . IX . B . Lunar Theory . . x . C . Mathematical Problems
XI . Papers relating to the dispute respecting the invention of Fluxions · · · · · · · · ·
ib ...
Miscellaneous Mathematical subjects . . . . . . 4 VIII . Papers connected with the '
Principia . ' A . General . . . IX . B . Lunar Theory . . x . C . Mathematical Problems
XI . Papers relating to the dispute respecting the invention of Fluxions · · · · · · · · ·
ib ...
Page vi
Letters from Halley to Newton on the first publication of Principia ' . . : . : . : : . . ib .
VII . Letters of Halley to Newton about Comets ' Orbits . . . * VIII . Letters of Halley
to Newton and Molyneux , relating to the Chester Mint . . . . . . . . . . IX . Letters from
...
Letters from Halley to Newton on the first publication of Principia ' . . : . : . : : . . ib .
VII . Letters of Halley to Newton about Comets ' Orbits . . . * VIII . Letters of Halley
to Newton and Molyneux , relating to the Chester Mint . . . . . . . . . . IX . Letters from
...
Page xi
Many of the Mathematical papers contain Newton ' s preparations for the
Principia , and notes which spring out of questions that were started by his
correspondents . It must be recollected that Newton practically gave up his
mathematical ...
Many of the Mathematical papers contain Newton ' s preparations for the
Principia , and notes which spring out of questions that were started by his
correspondents . It must be recollected that Newton practically gave up his
mathematical ...
Page xii
In the Principia he shows that if the moon ' s orbit be supposed to have no
independent eccentricity , its form will be approximately an oval with the earth in
the centre , the smaller axis being in the line of syzygies and the larger in that of ...
In the Principia he shows that if the moon ' s orbit be supposed to have no
independent eccentricity , its form will be approximately an oval with the earth in
the centre , the smaller axis being in the line of syzygies and the larger in that of ...
Page xv
It is well known that in the Principia Newton determines the form of the solid of
least resistance , thus affording the first example of a class of problems which we
now solve by means of the Calculus of Variations . He there gives what is ...
It is well known that in the Principia Newton determines the form of the solid of
least resistance , thus affording the first example of a class of problems which we
now solve by means of the Calculus of Variations . He there gives what is ...
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