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touqra
Jul8-04, 11:00 AM
Apart from C, P and T violation in weak interaction, do the same violations occur for the other three forces, in particular, the quantum gravity force?

zefram_c
Jul8-04, 11:23 AM
Both EM and strong force respect C, P and T. I am pretty certain that gravity also respects them: a particle has the same mass as its antiparticle so its gravitational pull is the same (C). I think Einstein's equations are time reversal invariant so (T) holds, hence (P) should also hold by CPT.

touqra
Jul8-04, 08:18 PM
Both EM and strong force respect C, P and T. I am pretty certain that gravity also respects them: a particle has the same mass as its antiparticle so its gravitational pull is the same (C). I think Einstein's equations are time reversal invariant so (T) holds, hence (P) should also hold by CPT.

Why then is the weak force the only force to violate C, P and T symmetry? Isn't that funny?

Haelfix
Jul8-04, 09:59 PM
The answer is that experiment demands it..

So by construction the theory is chiral, eg its a guage theory in the yangmills sense with two representations of SU(2)

Su(2) (left) * Su(2) (right)

selfAdjoint
Jul9-04, 08:37 AM
So by construction the theory is chiral, eg its a guage theory in the yangmills sense with two representations of SU(2)

Su(2) (left) * Su(2) (right)

And that is because SU(4) the double cover of the Poincare group, just happens to decompose into two copies of SU(2), so the 4-component spinors have their first two components acted on independently of their last two. Left and right helicity.