| New Reply |
Degrees of freedom - matrix diagonalization |
Share Thread | Thread Tools |
| Apr17-12, 03:55 PM | #1 |
|
|
Degrees of freedom - matrix diagonalization
Hi,
A symmetric 4x4 matrix has 10 independent components. Let's say that matrix describes graviton h_mu_nu. In general I can bring any symmetric matrix to diagonal form, so if can and I bring my h_mu_nu matrix to diagonal form where it has only 4 independent components ... than what happens to the rest 6 components...does this diagonalizing procedure (which in some sense means rotation in space-time and fixing my frame of reference ) "consumes" degrees of freedom ? Could you please advise... Thank you |
| New Reply |
| Thread Tools | |
Similar Threads for: Degrees of freedom - matrix diagonalization
|
||||
| Thread | Forum | Replies | ||
| degrees of freedom | General Physics | 4 | ||
| Degrees of freedom | Classical Physics | 22 | ||
| Degrees of Freedom | Special & General Relativity | 0 | ||
| Degrees of Freedom | General Physics | 3 | ||
| Degrees of Freedom | Quantum Physics | 3 | ||