- #1
schwarzschild
- 14
- 1
I'm not sure I understand how:
T^{\alpha \mu \lambda}A_{\mu}C_{\lambda}^{\gamma} = D^{\gamma \alpha}
"Represents 16 different equations..."
My thinking was that \alpha and \gamma each have four possible values \left\{0,...3 \right\} so we have 4 \cdot 4 = 16 different equations - is that correct?
T^{\alpha \mu \lambda}A_{\mu}C_{\lambda}^{\gamma} = D^{\gamma \alpha}
"Represents 16 different equations..."
My thinking was that \alpha and \gamma each have four possible values \left\{0,...3 \right\} so we have 4 \cdot 4 = 16 different equations - is that correct?
