corrected minor typo in documentation of fourth order unit tensor (or "fourth order identity tensor") \mathcal{I}_{ijkl}, compare for instance Wriggers "Nonlinear Finite Element Methods" p.79 eq. (3.270) or [Notes on Continuum Mechanics - Tensors](http://mmc.rmee.upc.edu/documents/Tensor_Analysis/tensors.pdf) eq. (1.175); appears to be a copy-paste error from previous line 101
* In index notation, we can write the general form
* \f[
* \mathcal{I}_{ijkl} = \frac 12 \left( \delta_{ik} \delta_{jl} +
- * \delta_{il} \delta_{jl} \right).
+ * \delta_{il} \delta_{jk} \right).
* \f]
* To see why this factor of $1 / 2$ is necessary, consider computing
* $\mathbf A= \mathbb I : \mathbf B$.
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