[Guille]

Originally Posted by AntonioLao

in TQS, this is the postulate of the theory. Quantized is the square of energy and continuous space is the product of c and energy and the ratio is the linear momentum of the photon.

Doesn't the photon have angular momentum? (and not linear momentum).

[hdeasy]

Originally Posted by <<>>

hdeasy,

Does heim theory also predict the fine structure constant? or any other constants? (pi, planck, grvitational, c...).

Heim theory predicts the fine structure constant (for numerical computation see e.g. bottom of Auerbach and Ludwiger paper quoted above, or selected results in Heim THeory site), the elementary particle masses, coupling constnats and particle lifetimes, though the latter may still be incomplete, which makes predicting all the resonances not so certain.

You don't 'predict' pi - it is just is there, like 3. Pi is given by a Taylor series, on, I think, arccos (-1).

planck, gravitational are 2 of the 4 input physical parameters to the theory. The other 2 are permitivity and permeability in vacuo, and ny Maxwell's equations, which are contained in Heim theory, it is easy to show that c is
:
c= 1\sqrt{permitivity _0 * permeability _0}

[hdeasy]

Originally Posted by subversion

It sounds kind of vague to me. What gave rise to these three spheres I wonder?

I don't know either - I'm hoping von Ludwiger will explain it in his forthcoming book. Otherwise, there might be hint in one of HEim's 2 main books, but it's not easy to pick out the justification there as he often leaves some things to the reader - that's where HEim's successors are doing great work - e.g. Droscher now explicitly deriving the eigen-value equations.

[hdeasy]

hey - there will be an article on Heim in New Scientist on Jan 7th 2006 - check it out: this could be the next big breakthroguh.