I read that.
http://en.wikipedia.org/wiki/Virtual_particles
virtual particles are an artefact of perturbation theory, and do not appear in a nonperturbative treatment. As such, their objective existence as "particles" is questionable;[citation needed] however, the term is useful in informal, casual conversation, or in rendering concepts into layman's terms.[citation needed]
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When I start a search I never know where I’ll end up.
Perturbation theory leaves me with more questions than answers.
The nonperturbative treatments might give better answers.
This of course means that we need to figure out how confinement works.
For instance, I read the following interesting approaches.
The W boson is indirectly addressed.
If you can guide me, I’d like to read different approaches.
http://www.phas.ubc.ca/php/directory/research/fac-1p.phtml?entnum=200
Ariel Zhitnitsky
Latest paper
http://arxiv.org/abs/0806.1736v1
Phase Transitions, theta Behavior and Instantons in QCD and its Holographic Model
Authors: Andrei Parnachev, Ariel Zhitnitsky
(Submitted on 10 Jun 2008)
To elucidate the physics of the transition we consider a model where the chiral condensate does not vanish in the deconfining phase. The holographic model of QCD is a good example where this phenomenon occurs. On the field theoretic side this can be achieved by coupling fundamental matter to the hidden gauge group whose dynamically generated energy scale is higher than that of QCD.
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Stanley J. Brodsky, Robert Shrock also have an interesting paper.
http://arxiv.org/abs/0806.1535
Maximum Wavelength of Confined Quarks and Gluons and Properties of Quantum Chromodynamics
Authors: Stanley J. Brodsky, Robert Shrock
(Submitted on 9 Jun 2008)
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