Srednicki — Quantum Field Theory · Problem 60.2

Canonical Quantization of Scalar Fields — Mark Srednicki

Physics — QFT · spinor-helicity-momentum-conservation

Problem

a) For a process with nn external particles, and all momenta treated as outgoing, show that ∑j=1n⟨i j⟩[j k]=0and∑j=1n[i j]⟨j k⟩=0.(60.41)\sum_{j=1}^n \langle i\,j\rangle [j\,k] = 0 \quad \text{and} \quad \sum_{j=1}^n [i\,j]\langle j\,k\rangle = 0 . \tag{60.41} Hint: make use of eq. (60.6). b) For n=4n=4, show that [3 1]⟨1 2⟩=−[3 4]⟨4 2⟩[3\,1]\langle 1\,2\rangle = -[3\,4]\langle 4\,2\rangle.

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