Line 7: |
Line 7: |
| | | |
| <table> | | <table> |
| + | <tr> |
| + | <td><math> |
| + | \langle \Omega \lambda_1 \lambda_2 | U | J m \rangle |
| + | = |
| + | \langle \Omega \lambda_1 \lambda_2 |
| + | | J m \lambda_1 \lambda_2 \rangle \langle J m \lambda_1 \lambda_2 | |
| + | U | J m \rangle |
| + | </math></td> |
| + | <td> |
| + | insertion of the complete set of helicity basis vectors |
| + | </td> |
| + | </tr> |
| + | |
| <tr> | | <tr> |
| <td><math> | | <td><math> |
Line 18: |
Line 31: |
| </math></td> | | </math></td> |
| <td> | | <td> |
− | simple insertion of complete sets of states for recoupling
| + | insertion of the complete LS basis set |
| </td> | | </td> |
| </tr> | | </tr> |