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Assuming sinusoidal horizontal and vertical fields of amplitude Bxz x 0 (,) and Bxz z 0 (,) , the tune shifts in both planes are expressed as: d E L xz BB xz xz x z ν π β λ∂ ∂,,., = −     ...

Proof: p (x 3) =3 p (x) = p (y 2 z a p l xz 2 b p l z 3) min{p (y 2 z) , p (a p l xz 2) , p (b p l z 3) } p (z) +min{p (y 2) , p (a p l xz) , p (b p l z 2) } Since p (z) >0, p (x) >0, so p (y) =0 and p (z) =3 p (x).

Then Liscalled restricted toi 8 x 2 X 8 z 2 X[(L (x) ,L (xz)) 2], that is defines the admissible mind changes of L. Now, (R, ) is a directed graph and we define the neighborhood ofr 2 ...