Configuration:  "ChPTVirtualPhotons2"

SetOptions[SMM, Explicit -> False] ; <br /> SetOptions[MM, Explicit -> False] ; <br /> SetOptions[UChi, Explicit -> False] ;

•Cayley-Hamilton rules

•The identity ∇ _ μ(H _ (R, L)) = H _ (μ ±)+i/2[u _ μ,H _ (L, R)],              H _ (μ ±):= u^†c _ R^μQ _ Ru ± u c _ L^μQ _ Lu^†

•Equations of motion

•The identity ∇ _ μ(H _ (R, L)) = H _ (μ ±)+i/2[u _ μ,H _ (L, R)]

•The identity ∇ _ μ(H _ (R, L)) = H _ (μ ±)+i/2[u _ μ,H _ (L, R)]

•Equations of motion

•The identity ∇ _ μ(H _ (R, L)) = H _ (μ ±)+i/2[u _ μ,H _ (L, R)]

•Equations of motion

rha

-2 i < ÷s _ μ(÷„)^† '6 c _ μ^R Q _ R '6 ÷„ '6 Q _ L > - 4 i < ÷s _ μ(÷„)^† '6 Q _ R '6 ÷s _ μ(÷„) '6 Q _ L > - 2 i < ÷s _ μ(÷„)^† '6 Q _ R '6 ÷„ '6 c _ μ^L Q _ L > - 2 i < ÷„^† '6 c _ μ^R Q _ R '6 ÷s _ μ(÷„) '6 Q _ L > - 2 i < ÷„^† '6 Q _ R '6 ÷s _ μ(÷„) '6 c _ μ^L Q _ L > - 2 i < Q _ L '6 ÷s _ μ(÷„)^† '6 ÷„ '6 ÷s _ μ(÷„)^† '6 Q _ R '6 ÷„ > - 2 i < Q _ L '6 ÷„^† '6 Q _ R '6 ÷s _ μ(÷„) '6 ÷„^† '6 ÷s _ μ(÷„) >

rhb

-2 i < ÷„^† '6 ÷s _ μ(÷„) '6 c _ μ^L Q _ L '6 Q _ L > - 2 i < ÷„^† '6 ÷s _ μ(÷„) '6 Q _ L '6 c _ μ^L Q _ L > + 2 i < ÷„^† '6 c _ μ^R Q _ R '6 Q _ R '6 ÷s _ μ(÷„) > + 2 i < ÷„^† '6 Q _ R '6 c _ μ^R Q _ R '6 ÷s _ μ(÷„) >

rhc

2 i < ÷„^† '6 ÷s _ μ(÷„) '6 c _ μ^L Q _ L '6 Q _ L > + 2 i < ÷„^† '6 ÷s _ μ(÷„) '6 Q _ L '6 c _ μ^L Q _ L > + 2 i < ÷„^† '6 c _ μ^R Q _ R '6 Q _ R '6 ÷s _ μ(÷„) > + 2 i < ÷„^† '6 Q _ R '6 c _ μ^R Q _ R '6 ÷s _ μ(÷„) >

rhd

-2 i < ÷s _ μ(÷„)^† '6 c _ μ^R Q _ R '6 ÷„ '6 Q _ L > - 2 i < ÷s _ μ(÷„)^† '6 Q _ R '6 ÷„ '6 c _ μ^L Q _ L > + 2 i < ÷„^† '6 c _ μ^R Q _ R '6 ÷s _ μ(÷„) '6 Q _ L > + 2 i < ÷„^† '6 Q _ R '6 ÷s _ μ(÷„) '6 c _ μ^L Q _ L > - 2 i < Q _ L '6 ÷s _ μ(÷„)^† '6 ÷„ '6 ÷s _ μ(÷„)^† '6 Q _ R '6 ÷„ > + 2 i < Q _ L '6 ÷„^† '6 Q _ R '6 ÷s _ μ(÷„) '6 ÷„^† '6 ÷s _ μ(÷„) >

Converted by Mathematica  (July 10, 2003)