A History of the Study of Mathematics at Cambridge |
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Page xii
... calculus . Introduction of analysis into the senate - house examination in 1817. 120 118 119 120 • 120 Rapid success of the analytical movement . George Peacock , 1791-1858 . · 123 • 124 Charles Babbage , 1792-1871 . Sir John Herschel ...
... calculus . Introduction of analysis into the senate - house examination in 1817. 120 118 119 120 • 120 Rapid success of the analytical movement . George Peacock , 1791-1858 . · 123 • 124 Charles Babbage , 1792-1871 . Sir John Herschel ...
Page xiii
... calculus . on mechanics . on optics . List of professors belonging to the analytical school . Note on Augustus De Morgan . Note on George Green . • Note on James Clerk Maxwell . PAGE 125 126 • 127 · 128 • 128 • 129 130 130 131 132 132 ...
... calculus . on mechanics . on optics . List of professors belonging to the analytical school . Note on Augustus De Morgan . Note on George Green . • Note on James Clerk Maxwell . PAGE 125 126 • 127 · 128 • 128 • 129 130 130 131 132 132 ...
Page 33
... calculus completely revolutionized the de- velopment of the subject , and have proved the most powerful instruments of modern progress . Descartes's geometry was published in 1637 and Cavalieri's method of indivisibles , which is ...
... calculus completely revolutionized the de- velopment of the subject , and have proved the most powerful instruments of modern progress . Descartes's geometry was published in 1637 and Cavalieri's method of indivisibles , which is ...
Page 34
... calculus . The infinitesimal calculus was invented by Newton in 1666 , and was among the earliest of those discoveries and investigations which have raised him to the unique position which he occupies in the history of mathematics . The ...
... calculus . The infinitesimal calculus was invented by Newton in 1666 , and was among the earliest of those discoveries and investigations which have raised him to the unique position which he occupies in the history of mathematics . The ...
Page 48
... calculus , except that a separate determination of what is really a differential coefficient had to be made for every curve to which it was applied . Thus he took the equation of the curve between the coordinates x and y ' , gave x a ...
... calculus , except that a separate determination of what is really a differential coefficient had to be made for every curve to which it was applied . Thus he took the equation of the curve between the coordinates x and y ' , gave x a ...
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