Book, Paragraph

 1      I,  2 |        we give them the name of axioms par excellence. If a thesis
 2      I,  7 | essentially in a genus; (2) the axioms, i.e. axioms which are premisses
 3      I,  7 |     genus; (2) the axioms, i.e. axioms which are premisses of demonstration; (
 4      I,  7 |       by the demonstration. The axioms which are premisses of demonstration
 5      I,  10|    demonstrated by means of the axioms and from previous conclusions
 6      I,  10|     examines; (2) the so-called axioms, which are primary premisses
 7      I,  10|       In the way the meaning of axioms, such as "Take equals from
 8      I,  11| demonstration-I mean the common axioms which are used as premisses
 9      I,  11|    attempt a universal proof of axioms such as the law of excluded
10      I,  11|      equal remainders, or other axioms of the same kind. Dialectic
11      I,  32| achieved by means of the common axioms taken in conjunction with