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<div><a class="htmltoc" href="../FRONTMATTER/manconts.xml">NAG Library Manual</a></div><hr/><h1 class="libdoc">NAG Library Chapter Contents<br/><br/>F01 &#8211; Matrix Operations, Including Inversion</h1>
<h3 class="standard"><a class="chapint" href="../F01/f01intro.xml">F01 Chapter Introduction</a></h3>
<div class="left-tablediv"><table class="contents"><tbody>
<tr>
<td class="contents" valign="top" align="left"><b>Routine<br/>Name</b></td>
<td class="contents" valign="top" align="center"><b>Mark of<br/>Introduction</b></td>
<td class="contents" valign="top" align="left"><br/><b>Purpose</b></td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01abf.xml">F01ABF</a>
<br/><a class="tocexample" href="../../examples/source/f01abfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01abfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">1</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01abf.xml">nagf_matop_real_symm_posdef_inv</a><br/>
Inverse of real symmetric positive definite matrix using iterative refinement</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01adf.xml">F01ADF</a>
<br/><a class="tocexample" href="../../examples/source/f01adfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01adfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">2</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01adf.xml">nagf_matop_real_symm_posdef_inv_noref</a><br/>
Inverse of real symmetric positive definite matrix</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01blf.xml">F01BLF</a>
<br/><a class="tocexample" href="../../examples/source/f01blfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01blfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">5</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01blf.xml">nagf_matop_real_gen_pseudinv</a><br/>
Pseudo-inverse and rank of real <m:math><m:mi>m</m:mi></m:math>&#160;by <m:math><m:mi>n</m:mi></m:math>&#160;matrix <m:math><m:mfenced separators=""><m:mi>m</m:mi><m:mo>&#8805;</m:mo><m:mi>n</m:mi></m:mfenced></m:math></td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01brf.xml">F01BRF</a>
<br/><a class="tocexample" href="../../examples/source/f01brfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01brfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">7</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01brf.xml">nagf_matop_real_gen_sparse_lu</a><br/>
<m:math><m:mi>L</m:mi><m:mi>U</m:mi></m:math>&#160;factorization of real sparse matrix</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01bsf.xml">F01BSF</a>
<br/><a class="tocexample" href="../../examples/source/f01bsfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01bsfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">7</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01bsf.xml">nagf_matop_real_gen_sparse_lu_reuse</a><br/>
<m:math><m:mi>L</m:mi><m:mi>U</m:mi></m:math>&#160;factorization of real sparse matrix with known sparsity pattern</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01buf.xml">F01BUF</a>
<br/><a class="tocexample" href="../../examples/source/f01bufe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01bufe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">7</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01buf.xml">nagf_matop_real_symm_posdef_fac</a><br/>
<m:math><m:mi>U</m:mi><m:mi>L</m:mi><m:mi>D</m:mi><m:msup><m:mi>L</m:mi><m:mi mathvariant="normal">T</m:mi></m:msup><m:msup><m:mi>U</m:mi><m:mi mathvariant="normal">T</m:mi></m:msup></m:math>&#160;factorization of real symmetric positive definite band matrix</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01bvf.xml">F01BVF</a>
<br/><a class="tocexample" href="../../examples/source/f01bvfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01bvfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">7</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01bvf.xml">nagf_matop_real_symm_posdef_geneig</a><br/>
Reduction to standard form, generalized real symmetric-definite banded eigenproblem</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01ckf.xml">F01CKF</a>
<br/><a class="tocexample" href="../../examples/source/f01ckfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01ckfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">2</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01ckf.xml">nagf_matop_real_gen_matmul</a><br/>
Matrix multiplication</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01crf.xml">F01CRF</a>
<br/><a class="tocexample" href="../../examples/source/f01crfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01crfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">7</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01crf.xml">nagf_matop_real_gen_trans_inplace</a><br/>
Matrix transposition</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01ctf.xml">F01CTF</a>
<br/><a class="tocexample" href="../../examples/source/f01ctfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01ctfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">14</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01ctf.xml">nagf_matop_real_addsub</a><br/>
Sum or difference of two real matrices, optional scaling and transposition</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01cwf.xml">F01CWF</a>
<br/><a class="tocexample" href="../../examples/source/f01cwfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01cwfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">14</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01cwf.xml">nagf_matop_complex_addsub</a><br/>
Sum or difference of two complex matrices, optional scaling and transposition</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01ecf.xml">F01ECF</a>
<br/><a class="tocexample" href="../../examples/source/f01ecfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01ecfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">22</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01ecf.xml">nagf_matop_real_gen_matrix_exp</a><br/>
Real matrix exponential</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01edf.xml">F01EDF</a>
<br/><a class="tocexample" href="../../examples/source/f01edfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01edfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">23</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01edf.xml">nagf_matop_real_symm_matrix_exp</a><br/>
Real symmetric matrix exponential</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01eff.xml">F01EFF</a>
<br/><a class="tocexample" href="../../examples/source/f01effe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01effe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">23</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01eff.xml">nagf_matop_real_symm_matrix_fun</a><br/>
Function of a real symmetric matrix</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01fcf.xml">F01FCF</a>
<br/><a class="tocexample" href="../../examples/source/f01fcfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01fcfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">23</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01fcf.xml">nagf_matop_complex_gen_matrix_exp</a><br/>
Complex matrix exponential</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01fdf.xml">F01FDF</a>
<br/><a class="tocexample" href="../../examples/source/f01fdfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01fdfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">23</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01fdf.xml">nagf_matop_complex_herm_matrix_exp</a><br/>
Complex Hermitian matrix exponential</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01fff.xml">F01FFF</a>
<br/><a class="tocexample" href="../../examples/source/f01fffe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01fffe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">23</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01fff.xml">nagf_matop_complex_herm_matrix_fun</a><br/>
Function of a complex Hermitian matrix</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01lef.xml">F01LEF</a>
<br/><a class="tocexample" href="../../examples/source/f01lefe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01lefe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">11</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01lef.xml">nagf_matop_real_gen_tridiag_lu</a><br/>
<m:math><m:mi>L</m:mi><m:mi>U</m:mi></m:math>&#160;factorization of real tridiagonal matrix</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01lhf.xml">F01LHF</a>
<br/><a class="tocexample" href="../../examples/source/f01lhfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01lhfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">13</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01lhf.xml">nagf_matop_real_gen_blkdiag_lu</a><br/>
<m:math><m:mi>L</m:mi><m:mi>U</m:mi></m:math>&#160;factorization of real almost block diagonal matrix</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01mcf.xml">F01MCF</a>
<br/><a class="tocexample" href="../../examples/source/f01mcfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01mcfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">8</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01mcf.xml">nagf_matop_real_vband_posdef_fac</a><br/>
<m:math><m:mi>L</m:mi><m:mi>D</m:mi><m:msup><m:mi>L</m:mi><m:mi mathvariant="normal">T</m:mi></m:msup></m:math>&#160;factorization of real symmetric positive definite variable-bandwidth matrix</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01qgf.xml">F01QGF</a>
<br/><a class="tocexample" href="../../examples/source/f01qgfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01qgfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">14</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01qgf.xml">nagf_matop_real_trapez_rq</a><br/>
<m:math><m:mi>R</m:mi><m:mi>Q</m:mi></m:math>&#160;factorization of real <m:math><m:mi>m</m:mi></m:math>&#160;by <m:math><m:mi>n</m:mi></m:math>&#160;upper trapezoidal matrix <m:math><m:mfenced separators=""><m:mi>m</m:mi><m:mo>&#8804;</m:mo><m:mi>n</m:mi></m:mfenced></m:math></td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01qjf.xml">F01QJF</a>
<br/><a class="tocexample" href="../../examples/source/f01qjfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01qjfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">14</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01qjf.xml">nagf_matop_real_gen_rq</a><br/>
<m:math><m:mi>R</m:mi><m:mi>Q</m:mi></m:math>&#160;factorization of real <m:math><m:mi>m</m:mi></m:math>&#160;by <m:math><m:mi>n</m:mi></m:math>&#160;matrix <m:math><m:mfenced separators=""><m:mi>m</m:mi><m:mo>&#8804;</m:mo><m:mi>n</m:mi></m:mfenced></m:math></td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01qkf.xml">F01QKF</a>
<br/><a class="tocexample" href="../../examples/source/f01qkfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01qkfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">14</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01qkf.xml">nagf_matop_real_gen_rq_formq</a><br/>
Operations with orthogonal matrices, form rows of <m:math><m:mi>Q</m:mi></m:math>, after <m:math><m:mi>R</m:mi><m:mi>Q</m:mi></m:math>&#160;factorization by <a class="rout" href="../F01/f01qjf.xml">F01QJF</a></td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01rgf.xml">F01RGF</a>
<br/><a class="tocexample" href="../../examples/source/f01rgfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01rgfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">14</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01rgf.xml">nagf_matop_complex_trapez_rq</a><br/>
<m:math><m:mi>R</m:mi><m:mi>Q</m:mi></m:math>&#160;factorization of complex <m:math><m:mi>m</m:mi></m:math>&#160;by <m:math><m:mi>n</m:mi></m:math>&#160;upper trapezoidal matrix <m:math><m:mfenced separators=""><m:mi>m</m:mi><m:mo>&#8804;</m:mo><m:mi>n</m:mi></m:mfenced></m:math></td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01rjf.xml">F01RJF</a>
<br/><a class="tocexample" href="../../examples/source/f01rjfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01rjfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">14</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01rjf.xml">nagf_matop_complex_gen_rq</a><br/>
<m:math><m:mi>R</m:mi><m:mi>Q</m:mi></m:math>&#160;factorization of complex <m:math><m:mi>m</m:mi></m:math>&#160;by <m:math><m:mi>n</m:mi></m:math>&#160;matrix <m:math><m:mfenced separators=""><m:mi>m</m:mi><m:mo>&#8804;</m:mo><m:mi>n</m:mi></m:mfenced></m:math></td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01rkf.xml">F01RKF</a>
<br/><a class="tocexample" href="../../examples/source/f01rkfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01rkfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">14</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01rkf.xml">nagf_matop_complex_gen_rq_formq</a><br/>
Operations with unitary matrices, form rows of <m:math><m:mi>Q</m:mi></m:math>, after <m:math><m:mi>R</m:mi><m:mi>Q</m:mi></m:math>&#160;factorization by <a class="rout" href="../F01/f01rjf.xml">F01RJF</a></td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01vaf.xml">F01VAF</a>
<br/><a class="tocexample" href="../../examples/source/f01vafe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01vafe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">23</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01vaf.xml">DTRTTP</a><br/>
<a class="rout" href="../F01/f01vaf.xml">nagf_matop_dtrttp</a><br/>
Copies a real triangular matrix from full format to packed format scheme</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01vbf.xml">F01VBF</a>
<br/><a class="tocexample" href="../../examples/source/f01vbfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01vbfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">23</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01vbf.xml">ZTRTTP</a><br/>
<a class="rout" href="../F01/f01vbf.xml">nagf_matop_ztrttp</a><br/>
Copies a complex triangular matrix from full format to packed format scheme</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01vcf.xml">F01VCF</a>
<br/><a class="tocexample" href="../../examples/source/f01vcfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01vcfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">23</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01vcf.xml">DTPTTR</a><br/>
<a class="rout" href="../F01/f01vcf.xml">nagf_matop_dtpttr</a><br/>
Copies a real triangular matrix from packed format to full format scheme</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01vdf.xml">F01VDF</a>
<br/><a class="tocexample" href="../../examples/source/f01vdfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01vdfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">23</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01vdf.xml">ZTPTTR</a><br/>
<a class="rout" href="../F01/f01vdf.xml">nagf_matop_ztpttr</a><br/>
Copies a complex triangular matrix from packed format to full format scheme</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01vef.xml">F01VEF</a>
<br/><a class="tocexample" href="../../examples/source/f01vefe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01vefe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">23</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01vef.xml">DTRTTF</a><br/>
<a class="rout" href="../F01/f01vef.xml">nagf_matop_dtrttf</a><br/>
Copies a real triangular matrix from full format to Rectangular Full Packed format scheme</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01vff.xml">F01VFF</a>
<br/><a class="tocexample" href="../../examples/source/f01vffe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01vffe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">23</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01vff.xml">ZTRTTF</a><br/>
<a class="rout" href="../F01/f01vff.xml">nagf_matop_ztrttf</a><br/>
Copies a complex triangular matrix from full format to Rectangular Full Packed format scheme</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01vgf.xml">F01VGF</a>
<br/><a class="tocexample" href="../../examples/source/f01vgfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01vgfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">23</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01vgf.xml">DTFTTR</a><br/>
<a class="rout" href="../F01/f01vgf.xml">nagf_matop_dtfttr</a><br/>
Copies a real triangular matrix from Rectangular Full Packed format to full format scheme</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01vhf.xml">F01VHF</a>
<br/><a class="tocexample" href="../../examples/source/f01vhfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01vhfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">23</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01vhf.xml">ZTFTTR</a><br/>
<a class="rout" href="../F01/f01vhf.xml">nagf_matop_ztfttr</a><br/>
Copies a complex triangular matrix from Rectangular Full Packed format to full format scheme</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01vjf.xml">F01VJF</a>
<br/><a class="tocexample" href="../../examples/source/f01vjfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01vjfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">23</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01vjf.xml">DTPTTF</a><br/>
<a class="rout" href="../F01/f01vjf.xml">nagf_matop_dtpttf</a><br/>
Copies a real triangular matrix from packed format to Rectangular Full Packed format scheme</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01vkf.xml">F01VKF</a>
<br/><a class="tocexample" href="../../examples/source/f01vkfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01vkfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">23</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01vkf.xml">ZTPTTF</a><br/>
<a class="rout" href="../F01/f01vkf.xml">nagf_matop_ztpttf</a><br/>
Copies a complex triangular matrix from packed format to Rectangular Full Packed format scheme</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01vlf.xml">F01VLF</a>
<br/><a class="tocexample" href="../../examples/source/f01vlfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01vlfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">23</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01vlf.xml">DTFTTP</a><br/>
<a class="rout" href="../F01/f01vlf.xml">nagf_matop_dtfttp</a><br/>
Copies a real triangular matrix from Rectangular Full Packed format to packed format scheme</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01vmf.xml">F01VMF</a>
<br/><a class="tocexample" href="../../examples/source/f01vmfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01vmfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">23</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01vmf.xml">ZTFTTP</a><br/>
<a class="rout" href="../F01/f01vmf.xml">nagf_matop_ztfttp</a><br/>
Copies a complex triangular matrix from Rectangular Full Packed  format to packed format scheme</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01zaf.xml">F01ZAF</a>
<br/><a class="tocexample" href="../../examples/source/f01zafe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01zafe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">14</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01zaf.xml">nagf_matop_real_tri_pack</a><br/>
Convert real matrix between packed triangular and square storage schemes</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01zbf.xml">F01ZBF</a>
<br/><a class="tocexample" href="../../examples/source/f01zbfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01zbfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">14</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01zbf.xml">nagf_matop_complex_tri_pack</a><br/>
Convert complex matrix between packed triangular and square storage schemes</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01zcf.xml">F01ZCF</a>
<br/><a class="tocexample" href="../../examples/source/f01zcfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01zcfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">14</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01zcf.xml">nagf_matop_real_band_pack</a><br/>
Convert real matrix between packed banded and rectangular storage schemes</td>
</tr>
<tr>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01zdf.xml">F01ZDF</a>
<br/><a class="tocexample" href="../../examples/source/f01zdfe.f90">Example&#160;Text</a><br/>
<a class="tocexample" href="../../examples/data/f01zdfe.d">Example&#160;Data</a></td>
<td class="contentsdoc" valign="top" align="center">14</td>
<td class="contentsdoc" valign="top"><a class="rout" href="../F01/f01zdf.xml">nagf_matop_complex_band_pack</a><br/>
Convert complex matrix between packed banded and rectangular storage schemes</td>
</tr>
</tbody>
</table></div><hr/><div><a class="chap" href="../../pdf/F01/f01conts.pdf">F01 Chapter Contents (PDF version)</a></div><div><a class="chapint" href="f01intro.xml">F01 Chapter Introduction</a></div>
<div><a class="htmltoc" href="../FRONTMATTER/manconts.xml">NAG Library Manual</a></div>
<div><hr/><a class="genint" href="../FRONTMATTER/copyright.xml">&#169; The Numerical Algorithms Group Ltd, Oxford, UK. 2011</a></div></body></html>