Herk¶
Hermitian rank-K update: updates
\(C := \alpha A A^H + \beta C\), or
\(C := \alpha A^H A + \beta C\), depending upon whether orientation is
set to NORMAL or ADJOINT, respectively. Only the triangle of \(C\)
specified by the uplo parameter is modified.
Please see SetLocalTrrkBlocksize<T>()
and LocalTrrkBlocksize<T>() in the Tuning parameters
section for information on tuning the distributed Herk().
Note
For the best performance, A and C should both be in [MC,MR] distributions.
C++ API¶
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void
Herk(UpperOrLower uplo, Orientation orientation, T alpha, const Matrix<T> &A, T beta, Matrix<T> &C)¶
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void
Herk(UpperOrLower uplo, Orientation orientation, T alpha, const AbstractDistMatrix<T> &A, T beta, AbstractDistMatrix<T> &C)¶
C API¶
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ElError
ElHerk_c(ElUpperOrLower uplo, ElOrientation orientation, complex_float alpha, ElConstMatrix_c A, complex_float beta, ElMatrix_c C)¶
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ElError
ElHerk_z(ElUpperOrLower uplo, ElOrientation orientation, complex_double alpha, ElConstMatrix_z A, complex_double beta, ElMatrix_z C)¶
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ElError
ElHerkDist_c(ElUpperOrLower uplo, ElOrientation orientation, complex_float alpha, ElConstDistMatrix_c A, complex_float beta, ElDistMatrix_c C)¶
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ElError
ElHerkDist_z(ElUpperOrLower uplo, ElOrientation orientation, complex_double alpha, ElConstDistMatrix_z A, complex_double beta, ElDistMatrix_z C)¶