H particle paths

[Tirgan]

Can virtual particles come from nothing?

 

If virtual particles can come from nothing, does that mean that something can actually come from nothing?

 

And if some things can appear out of nothing then why can't the universe or God for that matter had come from nothing?

Based on conservation law of energy principle, nothing can come from northing or nullity. Nevertheless, the total energy of the Universe is zero. Total momentum of the universe is also zero. Noteworthy, according to H particle-paths hypothesis, in my website Hparticles.com/, the total path-length of the universe is conserved. In other words the algebraic sum of path-length in spatial and mass media is zero at all the time. Tirgan

 

 

 

[Tirgan]

According to H particle-paths hypothesis, in website "Hparticles.com/", the virtual particles are real, and force carrying, e.g. contracton in case of gravitational field, negactron , posictron in case of electromagnetical interaction each of path-length value 2h-bar. These particles have contracting characteristic. They can never be propagated in normal vacuum medium similar other particles. Therefore, they can not be detected by conventional measuring devices. They propagating through H hall package tunnels within abstract vacuum spontaneously towards mass medium.

This would be a much stronger argument if it were true.

 

 

http://en.wikipedia....i/Vacuum_energy

 

It actually takes some fancy footwork to avoid predicting that the vacuum energy is not infinite. As it sits now the prediction exceeds observation by a ludicrous factor. Nobody knows why.

 

The discrepancy between the vacuum energy predicted by quantum electrodynamics and the cosmological constant that is consistent with the accelerated expansion of the universe is regarded by some (Wilczek for instance) as the most important and perplexing open problem in quantum field theory.

[ajb]

Not to be confused with Jaffe's H-particle [1].

 

Jaffe calls the dibaryon uuddss the H-particle.

 

 

References

[1] R. L. Jaffe, Phys. Rev. Lett. 38 (1977), 195; 617 (E).

Edited June 26, 2011 by ajb