Proton anti-proton pair and CP eigenstate

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SUMMARY

The discussion centers on the properties of the proton-antiproton (p\bar{p}) pair as a CP eigenstate. It establishes that the p\bar{p} pair, being composed of fermions in an S-state, exhibits C eigenvalue -1 due to their intrinsic parity. The conversation questions whether this leads to the conclusion that the p\bar{p} pair is a CP eigenstate with eigenvalue 1, while also addressing the inability of the p\bar{p} pair to produce K_S or K_L mesons, only \bar{K}^0. The conclusion drawn is that the p\bar{p} pair does not necessarily qualify as a CP eigenstate.

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merrypark3
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p\bar{p} pair is a CP eigenstate?

As p and \bar{p} are fermions (the pair is assumed to be at S-state), the pair seems to be C's eigenstate with eigenvalue of -1.

As they have opposite intrinsic parity, the pair state seems to be P's eigenstate with eigenvalue -1. Then isn't it CP eigenstate with eigenvalue of 1?

But why the p\bar{p} pair cannot produce K_S or K_L but only \bar{K}^0?
 
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merrypark3 said:
pbar-p pair is a CP eigenstate?

Not necessarily. The rest of the message assumes this, so there's no point in commenting on it.
 

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