INCEPTIVE

, of Magnitude, a term used by Dr. Wallis, to express such moments, or first principles, as, though of no magnitude themselves, are yet capable of producing such as are. See Infinite, and INDIVISIBLE. Thus, a point has no magnitude itself, but is inceptive of a line, which it produces by its motion. Also a line, though it has no breadth, is yet Inceptive of breadth; that is, it is capable, by its motion, of producing a surface, which has breadth.

previous entry · index · next entry

ABCDEFGHKLMNOPQRSTWXYZABCEGLMN

Entry taken from A Mathematical and Philosophical Dictionary, by Charles Hutton, 1796.

This text has been generated using commercial OCR software, and there are still many problems; it is slowly getting better over time. Please don't reuse the content (e.g. do not post to wikipedia) without asking liam at holoweb dot net first (mention the colour of your socks in the mail), because I am still working on fixing errors. Thanks!

previous entry · index · next entry

IMPERVIOUS
IMPETUS
IMPOST
IMPULSE
IMPULSIVE
* INCEPTIVE
INCH
INCIDENCE
INCLINATION
INCLINERS
INCOMMENSURABLE