Crosson said:
Sounds circular, to prove me wrong try to define 'moment' without reference to another time concept. And what do you mean 'in between', is that just a metaphor?
As I see it, "time" is defined by "moments", time is not composed of moments, thus "moments" are outside of time but are the bounds of time, and the bounds of time are the "nows" (outside time). This must be true because time is divisible (continuous) but moments are not divisible. So, suppose two discrete moments A & C and also some continuous time [E-G]. Now A and C are not in motion (nor in rest) but they form the begin and end of the time [E-G]. Now, since A and C are contrary things (begin and end), like black and white, they can contain something intermediate between them, and that which is intermediate between the two discrete moments A (begin) and C (end) is [E-G] = time, just as that which is intermediate between black and white = grey. Now by "between" it means that time [E-G], after the moment A, must first reach some B before C, thus time must always be "between" the two moments A (begin) and C (end), for there is nowhere else for it to be since it is neither at A nor C. Thus the reason I stated: That which is intermediate between moments IS TIME.. fyi--this argument derived from my understanding of concept of time of Aristotle.
Edit: From another thread I made this claim:
If, following Aristotle on time, we consider that "that which is intermediate between existents is space", then perhaps "that which is intermediate between moments of existents is space-time" ? To which the reply by Plastic Photon: And if 'is intermediate between existents' is taken to mean 'on a closed interval', time never ends, thus, space-time never ends.