- #36
heskam
- 7
- 0
imaginary fields
Why can't we dualize our "physical" world?
For example imaginary gravitational field would (in my thinking) produce attraction with equal signs and repelling with opposite signs.
Still there might be some "covariance" between real ("physical") and imaginary worlds: if a mass is imaginary then it would produce real positive effetcts by
-im * iField. That would connect dualities to real world and physics.
If we accept dualization principle we could accept negative or imaginary time also.
Or if there were negative masses why should they be here?
So Occams razor wouldn't work with consistent extensions?
If you have a singular point then you can:
a) Try to find a topological compactification.
b) Try to find an topological identification.
c) Try to remember that two finite dimensional spaces can intersect in a point, line, etc.
d) something else.
Why can't we dualize our "physical" world?
For example imaginary gravitational field would (in my thinking) produce attraction with equal signs and repelling with opposite signs.
Still there might be some "covariance" between real ("physical") and imaginary worlds: if a mass is imaginary then it would produce real positive effetcts by
-im * iField. That would connect dualities to real world and physics.
If we accept dualization principle we could accept negative or imaginary time also.
Or if there were negative masses why should they be here?
So Occams razor wouldn't work with consistent extensions?
If you have a singular point then you can:
a) Try to find a topological compactification.
b) Try to find an topological identification.
c) Try to remember that two finite dimensional spaces can intersect in a point, line, etc.
d) something else.
Last edited: