index_9.html

•The kaon

$Using file name D:\\Program Files\\Wolfram Research\\Mathematica\\4.1\\AddOns\\Applications\\HighEnergyPhysics\\Phi\\Factors\\ChPT3P60o2.Fac$

1 - 1/(64 π^2 (f _ ϕ^(ó ))^2) ((32 π^2 λ + log((m _ π^(ó ))^2/μ^2)) (m _ π^(ó ))^2 + 2 (32 π^2 (λ - 8 L _ 5^( )) + log((m _ K^(ó ))^2/μ^2)) (m _ K^(ó ))^2 + (32 π^2 λ + log((m _ η^(ó ))^2/μ^2)) (m _ η^(ó ))^2 - 512 π^2 L _ 4^( ) ((m _ π^(ó ))^2 + 2 (m _ K^(ó ))^2))

-((3 (32 π^2 λ + log((m _ π^(ó ))^2/μ^2)) (m _ π^(ó ))^2 + 6 (32 π^2 λ + log((m _ K^(ó ))^2/μ^2)) (m _ K^(ó ))^2 + (32 π^2 λ + log((m _ η^(ó ))^2/μ^2)) (m _ η^(ó ))^2) !, _ 0^( ))/(48 π^2 f _ ϕ^(ó ))

f _ ϕ^(ó ) (1/(64 π^2 (f _ ϕ^(ó ))^2) ((32 π^2 λ + log((m _ π^(ó ))^2/μ^2)) (m _ π^(ó ))^2 + 2 (32 π^2 (λ - 8 L _ 5^( )) + log((m _ K^(ó ))^2/μ^2)) (m _ K^(ó ))^2 + (32 π^2 λ + log((m _ η^(ó ))^2/μ^2)) (m _ η^(ó ))^2 - 512 π^2 L _ 4^( ) ((m _ π^(ó ))^2 + 2 (m _ K^(ó ))^2)) + 2) !, _ 0^( )

1/(192 π^2 f _ ϕ^(ó )) ((384 π^2 (f _ ϕ^(ó ))^2 - 3 (32 π^2 (16 L _ 4^( ) - 64 L _ 6^( ) + 3 λ) + 3 log((m _ π^(ó ))^2/μ^2)) (m _ π^(ó ))^2 - 6 (32 π^2 (8 (2 L _ 4^( ) + L _ 5^( ) - 8 L _ 6^( ) - 4 L _ 8^( )) + 3 λ) + 3 log((m _ K^(ó ))^2/μ^2)) (m _ K^(ó ))^2 - (32 π^2 λ + log((m _ η^(ó ))^2/μ^2)) (m _ η^(ó ))^2) !, _ 0^( ))

1/(1152 π^2 (f _ ϕ^(ó ))^2) (1152 π^2 (f _ ϕ^(ó ))^2 + (-4608 π^2 (L _ 4^(r ) - 4 L _ 6^(r )) - 27 log((m _ π^(ó ))^2/μ^2) + log((m _ η^(ó ))^2/μ^2)) (m _ π^(ó ))^2 - 2 (2304 π^2 (2 L _ 4^(r ) + L _ 5^(r ) - 8 L _ 6^(r ) - 4 L _ 8^(r )) + 27 log((m _ K^(ó ))^2/μ^2) + 2 log((m _ η^(ó ))^2/μ^2)) (m _ K^(ó ))^2)

$Using file name D:\\Program Files\\Wolfram Research\\Mathematica\\4.1\\AddOns\\Applications\\HighEnergyPhysics\\Phi\\Factors\\ChPT3P00P60o2.Fac$

Converted by Mathematica (July 10, 2003)