Book,  Chapter

 1      I,  I   |           here perhaps be said that mathematical demonstrations, and other
 2      I,  I   |        allow, that these maxims and mathematical demonstrations are in this
 3      I,  I   |          propositions. And thus all mathematical demonstrations, as well
 4      I,  III |              in his search of those mathematical truths, he stopped his thoughts
 5     II,  XXXI|           Which would be so also in mathematical figures, if we were to have
 6    III,  XI  |          disturb moral than they do mathematical discourses; where, if the
 7     IV,  I   | propositions in mathematics; for no mathematical demonstration would be any
 8     IV,  II  |             not limited to ideas of mathematical quantity. It has been generally
 9     IV,  III |       search after moral as they do mathematical truths, they would find
10     IV,  III |           thus many are ignorant of mathematical truths, not out of any imperfection
11     IV,  IV  |             6. Hence the reality of mathematical knowledge. I doubt not but
12     IV,  IV  |            the knowledge we have of mathematical truths is not only certain,
13     IV,  IV  |           to a circle, or any other mathematical figure, are nevertheless
14     IV,  IV  |             moral ideas, as well as mathematical, being archetypes themselves,
15     IV,  IV  |            knowledge, as well as in mathematical figures.~8. Existence not
16     IV,  VII |       greater clearness, than those mathematical axioms.~7. IV. Concerning
17     IV,  VII |             are further advances in mathematical knowledge: but, for the
18     IV,  X   |             I mistake not) equal to mathematical certainty: yet it requires
19     IV,  XI  |       actual sensations. And though mathematical demonstration depends not
20     IV,  XII |      quantity, the consideration of mathematical knowledge will easily inform
21     IV,  XII |          seeing one jot the more of mathematical truths. They have been discovered
22     IV,  XVII|      degrees may be observed in any mathematical demonstration; it being
23     IV,  XVII|          every one will perceive in mathematical demonstrations, that the