Book,  Chapter

 1      I,  III|         examine that principle of mathematics, viz. that the whole is
 2      I,  III|         of other propositions, in mathematics itself, which are as clear
 3     II,  XVI| unacquainted either with trade or mathematics, had no words in it to stand
 4    III,  XI |         demonstration, as well as mathematics: since the precise real
 5     IV,  I  |      particular demonstrations in mathematics afford general knowledge.
 6     IV,  I  |           general propositions in mathematics; for no mathematical demonstration
 7     IV,  II |           taken for granted, that mathematics alone are capable of demonstrative
 8     IV,  III|         incontestible as those in mathematics, the measures of right and
 9     IV,  III|      proposition as of any in the mathematics.~19. Two things have made
10     IV,  III|          ordinarily considered in mathematics. From whence these two inconveniences
11     IV,  IV |      capable of real certainty as mathematics. For certainty being but
12     IV,  IV |    sections, or any other part of mathematics, concern not the existence
13     IV,  IV |      about them; no more than (in mathematics) there would be a disturbance
14     IV,  IV |         so easily rectified as in mathematics, where the figure, once
15     IV,  IV |          we will carefully, as in mathematics, keep to the same precise
16     IV,  VII|        maxims. But yet masters of mathematics, when they would, as teachers
17     IV,  XII|      success it seemed to have in mathematics, wherein men, being observed
18     IV,  XII|      principles. But be it in the mathematics as it will, whether it be
19     IV,  XII|          demonstration as well as mathematics. For the ideas that ethics
20     IV,  XII|          truth of propositions in mathematics, which have been demonstrated
21     IV,  XII|         immediately compared.~15. Mathematics an instance of this. That
22     IV,  XII|           taken for principles in mathematics that hath led the masters
23     IV,  XII|          generally made use of in mathematics ever so perfectly, and contemplate
24     IV,  XII|       knowledge of such truths in mathematics, which men, well enough
25     IV,  XII|      answering that of algebra in mathematics, which so readily finds