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| revision 1.1 by adcroft, Wed Aug 8 16:16:26 2001 UTC | revision 1.2 by heimbach, Wed Aug 8 22:08:41 2001 UTC | |
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| # | Line 152 $\left\langle \,\, , \,\, \right\rangle | Line 152 $\left\langle \,\, , \,\, \right\rangle |
| 152 | \label{deljidentity} | \label{deljidentity} |
| 153 | \end{equation} | \end{equation} |
| 154 | % | % |
| 155 | (note, that the gradient $ \nabla f $ is a pseudo-vector, therefore | (note, that the gradient $ \nabla f $ is a co-vector, therefore |
| 156 | its transpose is required in the above inner product). | its transpose is required in the above inner product). |
| 157 | Then, using the representation of | Then, using the representation of |
| 158 | $ \delta {\cal J} = | $ \delta {\cal J} = |
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