- #1
YoshiMoshi
- 226
- 8
Homework Statement
Given that the phenomena of time is non continuous, despite it often being considered as being so, what are the consequences of this? It seems that the foundation of mathematics that describes the physical world assumes that time is continuous, which we believe now to be false. I know that the difference between continuous and non continuous is very small for time, but even a little bit off has major consequences. Doing something like integration or differentiation becomes very difficult.
Or say for example analog to digital converters convert a continuous system to a discrete one, but what is actually going on is that we are converting an already discrete system to a discrete system with a higher sample time.