Student Friendly Introduction to QFT · Problem 31

Vectors: Spin 1 Fields

Physics — QFT · gamma-matrix-contraction

Problem

Using the anti-commutation relations (4-157) and the definition γμ=gμνγν\gamma_\mu = g_{\mu\nu}\gamma^\nu, prove that γμγμ=4I\gamma_\mu \gamma^\mu = 4I, where II is the 4X4 identity matrix in spinor space.

Related theory

Browse the problem library