How many degrees of freedom do you have

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1. Consider the process ab → 123. The three-body Lorenz-invariant phase-space for can be written as

(2Π)4 ∫d4p1/(2Π)3, d4p2/(2Π)3 d4p3/(2Π)3 δ(4) (pa + pb - p1 - p2 - p3) δ(p12 - m22) δ(p22 - m22) δ(p32 - m32).

(a) If you fix the initial-state kinematics, how many degrees of freedom do you have? I.e. how many final-state integrals are left unconstraint?

(b) Show that the above expression for the phase-space is equivalent to the one written in terms of three-momentum integrals

Reference no: EM13975374

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