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Theory#

  • Complex analysis
    • Complex field
    • Functions and analyticity
    • Poles and the residue theorem
    • Roots, logarithms, and branch cuts
  • Dispersion relations
    • Kramers–Kronig relations
    • Subtractions
    • Integrating over the Cauchy kernel
  • Kinematics
    • Four-momentum
    • Mandelstam variables
    • Cross sections, decay rates, and the phase space
  • Dynamics
    • S-matrix and unitarity
    • Partial wave expansion

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