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Fixup: Oops, I deleted hermitian_matrix_rank_k_update
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source/numerics.tex

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where the scalar $\alpha$ is \tcode{alpha}.
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\end{itemdescr}
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\indexlibraryglobal{hermitian_matrix_rank_k_update}%
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\begin{itemdecl}
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template<@\exposconcept{scalar}@ Scalar, @\exposconcept{in-matrix}@ InMat, @\exposconcept{possibly-packed-out-matrix}@ OutMat,
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class Triangle>
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void hermitian_matrix_rank_k_update(Scalar alpha, InMat A, OutMat C, Triangle t);
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template<class ExecutionPolicy, @\exposconcept{scalar}@ Scalar, @\exposconcept{in-matrix}@ InMat,
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@\exposconcept{possibly-packed-out-matrix}@ OutMat, class Triangle>
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void hermitian_matrix_rank_k_update(ExecutionPolicy&& exec, Scalar alpha, InMat A,
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OutMat C, Triangle t);
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\end{itemdecl}
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\begin{itemdescr}
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\pnum
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\effects
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Computes $C = \alpha A A^H$,
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where the scalar $\alpha$ is \tcode{\exposid{real-if-needed}(alpha)}.
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\end{itemdescr}
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\indexlibraryglobal{symmetric_matrix_rank_k_update}%
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\begin{itemdecl}
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template<@\exposconcept{scalar}@ Scalar, @\exposconcept{in-matrix}@ InMat1, @\exposconcept{in-matrix}@ InMat2, @\exposconcept{possibly-packed-out-matrix}@ OutMat,

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