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SciCode / 70.5 / Write a function to compute the "star product" (hh)_(i)=d_(ijk)h^(j)h^(k) for a…

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Write a function to compute the "star product" (hh)i=dijkhjhk(hh)_i = d_{ijk}h^jh^k for a given input ii, where hh are the expansion coefficients defined in prompt () and dijkd_{ijk} is the tensor defined in prompt (). Sum over all possible pairs of indices jj and kk from 1 to 8. Possible input index ii also goes from 1 to 8.
Plain-text mathematical notation (without MathML)
Write a function to compute the "star product" (hh)_(i)=d_(ijk)h^(j)h^(k) for a given input i, where h are the expansion coefficients defined in prompt () and d_(ijk) is the tensor defined in prompt (). Sum over all possible pairs of indices j and k from 1 to 8. Possible input index i also goes from 1 to 8.
Original LaTeX notation
Write a function to compute the "star product" $(hh)_i = d_{ijk}h^jh^k$ for a given input $i$, where $h$ are the expansion coefficients defined in prompt () and $d_{ijk}$ is the tensor defined in prompt (). Sum over all possible pairs of indices $j$ and $k$ from 1 to 8. Possible input index $i$ also goes from 1 to 8.

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