How does one write the following expression

${D}_{jk}({r}_{k}{\delta}_{ij}-{r}_{i}{\delta}_{jk}-{r}_{j}{\delta}_{ik})$

in matrix notation? Is this just

$\mathbf{\text{D}}(\mathbf{\text{r}}\times \mathbf{\text{I}})$?

${D}_{jk}({r}_{k}{\delta}_{ij}-{r}_{i}{\delta}_{jk}-{r}_{j}{\delta}_{ik})$

in matrix notation? Is this just

$\mathbf{\text{D}}(\mathbf{\text{r}}\times \mathbf{\text{I}})$?