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B2hh GFact Asymmetry Fitting page | ||||||||
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f(t,tmin, signal)=N*exp(-t/τ)[1+q(1-2ω)(Adir.cos(Δmt)-Amix.cos(Δmt))] | ||||||||
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< < | with standard values has been plotted with q=+1 (red) and q=-1 (blue) and gives the following distribution. The integrated area from tmin to 10.0 is 0.994402. | |||||||
> > | with standard values has been plotted with q=+1 (red) and q=-1 (blue) and gives the following distribution. The integrated area from tmin to 10.0 is 0.994402. | |||||||
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f(t|tmin,signal)=N.1/τ.exp(-t/τ).[cosh(ΔΓ.t/2)-A_ΔΓ.sinh(ΔΓ/2)].[1+q(1-2ω).(Adir.cos(Δmt)-Amix.cos(Δmt))].Θ(t) conv 1/√2πexp-(t'-t)^2/2σ^2 | ||||||||
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< < | The resultant pdf needs an error function of a complex number (x+iy) which there is no such routine in Root so using the infinite series approximation for complex error function from Abramozitz and Stegun we have written a routine which yileds the folowing results for up to 6 terms of the series summation.
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> > | The resultant pdf needs an error function of a complex number (x+iy) which there is no such routine in Root so using the infinite series approximation for complex error function from Abramozitz and Stegun we have written a routine which yields the folowing results for up to 7 terms of the series summation. | |||||||
Basic Checks with asymmetry fitter | ||||||||
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