DyerMaker
- 15
- 0
Are there any mathematical models which operate with physical time as with hypercomplex number? If yes, are there any related experiments?
The discussion centers on the exploration of mathematical models that utilize physical time as hypercomplex numbers. Participants question the validity and applicability of such models in physics, noting that while hypercomplex numbers exist, their use in representing time remains largely theoretical. A reference to n-dimensional time is provided, indicating that while the concept exists in literature, it has not led to significant advancements or predictions in the field.
PREREQUISITESMathematicians, physicists, and researchers interested in theoretical models of time and those exploring advanced mathematical concepts in physics.
What does this even mean?DyerMaker said:Are there any mathematical models which operate with physical time as with hypercomplex number?
Hypercomplex numbers are: https://en.m.wikipedia.org/wiki/Hypercomplex_numberPeterDonis said:What does this even mean?
Have you looked in the literature to see?DyerMaker said:Hypercomplex numbers are: https://en.m.wikipedia.org/wiki/Hypercomplex_number
Has time (t) ever been used as hypercomplex number in physics?
Already foundPeterDonis said:Have you looked in the literature to see?
Then please post what you found.DyerMaker said:Already found
What I found is not exactly about what I asked, but about a concept of n-dimensional time: http://ru.wikipedia.org/wiki/Многомерное времяPeterDonis said:Then please post what you found.
The idea of having more than one time dimension does appear in the literature, but it has not gone anywhere or made any useful predictions.DyerMaker said:What I found is not exactly about what I asked, but about a concept of n-dimensional time: http://ru.wikipedia.org/wiki/Многомерное время