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Stan Math Library
5.1.0
Automatic Differentiation
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Return the eigendecomposition of a (complex-valued) matrix.
| EigCplxMat | type of complex matrix argument |
| [in] | m | matrix to find the eigendecomposition of. Must be square and have a non-zero size. |
m and D is a complex-valued column vector with entries the eigenvectors of m Definition at line 55 of file eigendecompose.hpp.