Ranger West wrote:
I'm treating this as an open-source physics project, if anyone would
like to join me at
http://killdevilhill.com/physicschat/wwwboard.html
The Theory of Moving Dimensions
Dr. Elliot McGucken
In this paper I propose that the time dimension is moving
relative to the three spatial dimensions. Such a concept may be used to
explain
physical phenomena encountered in relativity and quantum mechanics,
while offering a path for the unification of Quantum Mechanics and
Relativity.
Simply put, it is not possible to rotate an object into the time
dimension without that object gaining a velocity.
What do you mean by "rotate ... into the time dimension"? Do you
use the idea here that Lorentz transformation can be viewed as
generalized rotations in Minkowski space or what?
Thus the time
dimension itself must be expanding relative to the three spatial
dimensions.
How on earth does this follow???
[snip strange stuff]
or x=ct
by taking the derivative of both sides with respect to t, we get
dx/dt = d/dt (ct) = c
so
dx/dt = c
Obviously right.
And hence the time rate of change of the spatial dimension relative to
the time rate of change of the time dimension is equal to the velocity
of light.
How on earth do you get to this interpretation of the equation above???
It says nothing like that. It says simply that the rate of change of the
*position* of the particle per time is equal to c. It says *nothing*
about changes of dimensions!
[snip *lots* more of nonsense]
Bye,
Bjoern