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Leonid
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Why a magnetic current obviously must be C-
parity odd in the (exact) SU(2) theory? (C^{-1} J_M C=-J_M).
Best regard. Leonid
parity odd in the (exact) SU(2) theory? (C^{-1} J_M C=-J_M).
Best regard. Leonid
Leonid said:Why a magnetic current obviously must be C-
parity odd in the (exact) SU(2) theory? (C^{-1} J_M C=-J_M).
Best regard. Leonid
ghery said:Hi:
I have heard that in QCD, there is something called the beta function, How is that function usefull and does that have to do with the asymptotic freedom of quarks?
The C-Parity Oddity of Magnetic Current refers to the phenomenon observed in SU(2) Yang-Mills theory where the magnetic current, which is a conserved quantity, behaves differently under charge conjugation (C) compared to other conserved quantities like electric current and energy. This oddity is a result of the non-Abelian nature of SU(2) Yang-Mills theory.
The oddity of magnetic current has implications for several properties of SU(2) Yang-Mills theory. For example, it plays a crucial role in the confinement of quarks, the generation of mass for gauge bosons, and the breaking of chiral symmetry. It also affects the behavior of the theory at high temperatures.
Studying the C-Parity Oddity of Magnetic Current is important for understanding the fundamental properties and behavior of SU(2) Yang-Mills theory. It also has practical applications in fields like particle physics, quantum chromodynamics, and condensed matter physics.
The oddity of magnetic current is closely related to other symmetries in SU(2) Yang-Mills theory, such as chiral symmetry and gauge symmetry. It is also connected to the Higgs mechanism, which is responsible for the generation of mass in the theory.
Yes, there is ongoing research in this area, with scientists trying to better understand the oddity of magnetic current and its implications for the theory. Some recent developments include the use of lattice simulations and effective field theories to study this phenomenon and its connection to other properties of SU(2) Yang-Mills theory.