Griffiths Introduction to Elementary Particles · Problem 3.6

Symmetries — David J. Griffiths

Physics — QFT · lorentz-transformations-matrix

Problem

Find the matrix M\mathbf{M} that inverts equation (3.11): xμ=Mνμx′νx^\mu = M^\mu_\nu x^{\prime\nu} [use eq. (3.3)]. Show that M\mathbf{M} is the matrix inverse of Λ\Lambda: ΛM=1\Lambda \mathbf{M} = \mathbf{1}.

Related theory

Browse the problem library