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<html><head><title></title></head>
<body>
<dl>
<dt><dd>Symbols
<dl>
<dt><dd>#define <a href="pml5.doc.html#934652">22</a>
</dl>
<dt><dd>A
<dl>
<dt><dd>abstract structures <a href="pml5.doc.html#934237">1</a>
<dt><dd>addition <a href="pml5.doc.html#934526">26</a>
<dt><dd>algebra <a href="pml5.doc.html#934890">2</a>, <a href="pml5.doc.html#934258">15</a>
<dt><dd>algebras <a href="pml5.doc.html#934890">2</a>
<dt><dd>Allocate <a href="pml5.doc.html#934529">25</a>
<dt><dd>arbitrarily connected <a href="pml5.doc.html#934328">30</a>
<dt><dd>array <a href="pml5.doc.html#934256">4</a>
<dt><dd>ASCII <a href="pml5.doc.html#934574">9</a>
</dl>
<dt><dd>B
<dl>
<dt><dd>band width <a href="pml5.doc.html#934677">17</a>, <a href="pml5.doc.html#934671">18</a>
<dt><dd>banded matrix <a href="pml5.doc.html#934677">17</a>, <a href="pml5.doc.html#934671">18</a>
<dt><dd>bijection <a href="pml5.doc.html#934377">9</a>
<dt><dd>BINARY <a href="pml5.doc.html#934574">9</a>
<dt><dd>block structure <a href="pml5.doc.html#934302">20</a>
<dt><dd>block tridiagonal <a href="pml5.doc.html#934457">20</a>
<dt><dd>blocks <a href="pml5.doc.html#934457">20</a>
<dt><dd>building a set <a href="pml5.doc.html#934394">7</a>
</dl>
<dt><dd>C
<dl>
<dt><dd>category <a href="pml5.doc.html#934574">9</a>
<dt><dd>centering <a href="pml5.doc.html#934379">9</a>, <a href="pml5.doc.html#934580">10</a>
<dt><dd>chain <a href="pml5.doc.html#934574">9</a>
<dt><dd>Cholesky decomposition <a href="pml5.doc.html#934302">21</a>
<dt><dd>code development <a href="pml5.doc.html#934275">40</a>
<dt><dd>columns <a href="pml5.doc.html#934256">4</a>, <a href="pml5.doc.html#934587">17</a>
<dt><dd>Complex <a href="pml5.doc.html#934248">3</a>
<dt><dd>complex <a href="pml5.doc.html#934890">2</a>
<dt><dd>complex structure <a href="pml5.doc.html#934890">2</a>, <a href="pml5.doc.html#934276">3</a>
<dt><dd>component <a href="pml5.doc.html#934622">30</a>
<dt><dd>computational mesh <a href="pml5.doc.html#934302">20</a>
<dt><dd>computational meshes <a href="pml5.doc.html#934890">2</a>, <a href="pml5.doc.html#934584">9</a>
<dt><dd>conjugate gradient <a href="pml5.doc.html#934302">21</a>
<dt><dd>conjugate gradient iterations <a href="pml5.doc.html#934302">21</a>
<dt><dd>connectivity <a href="pml5.doc.html#934265">5</a>, <a href="pml5.doc.html#934395">6</a>, <a href="pml5.doc.html#934632">31</a>
<dt><dd>Constructors <a href="pml5.doc.html#934650">25</a>
<dt><dd>convergence <a href="pml5.doc.html#934302">21</a>
<dt><dd>convergence criterion <a href="pml5.doc.html#934302">20</a>
<dt><dd>coordinates <a href="pml5.doc.html#934379">9</a>
<dt><dd>Create <a href="pml5.doc.html#934587">17</a>, <a href="pml5.doc.html#934474">18</a>, <a href="pml5.doc.html#934648">19</a>
<dt><dd>cyclic reduction <a href="pml5.doc.html#934302">21</a>
</dl>
<dt><dd>D
<dl>
<dt><dd>Data Structures <a href="pml5.doc.html#934239">2</a>
<dt><dd>decomposition <a href="pml5.doc.html#934481">17</a>, <a href="pml5.doc.html#934302">21</a>
<dt><dd>define <a href="pml5.doc.html#934652">22</a>
<dt><dd>Destructors <a href="pml5.doc.html#934650">25</a>
<dt><dd>diagonal <a href="pml5.doc.html#934457">20</a>, <a href="pml5.doc.html#934649">21</a>
<dt><dd>difference <a href="pml5.doc.html#934473">18</a>
<dt><dd>dimension <a href="pml5.doc.html#934265">5</a>
<dt><dd>dimension of the set <a href="pml5.doc.html#934529">25</a>
<dt><dd>dimension_elem <a href="pml5.doc.html#934265">5</a>
<dt><dd>dimensionless parameter <a href="pml5.doc.html#934302">21</a>
<dt><dd>division <a href="pml5.doc.html#934526">26</a>
<dt><dd>Documentation <a href="pml5.doc.html#934311">40</a>
<dt><dd>domain <a href="pml5.doc.html#934574">9</a>
<dt><dd>domain sets <a href="pml5.doc.html#934584">9</a>
<dt><dd>double <a href="pml5.doc.html#934256">4</a>
</dl>
<dt><dd>E
<dl>
<dt><dd>E_CENT <a href="pml5.doc.html#934580">10</a>
<dt><dd>ectors <a href="pml5.doc.html#934649">21</a>
<dt><dd>edge centered <a href="pml5.doc.html#934580">10</a>
<dt><dd>element <a href="pml5.doc.html#934449">17</a>
<dt><dd>element_type <a href="pml5.doc.html#934265">5</a>
<dt><dd>elements <a href="pml5.doc.html#934890">2</a>, <a href="pml5.doc.html#934330">5</a>, <a href="pml5.doc.html#934258">15</a>, <a href="pml5.doc.html#934529">25</a>
<dt><dd>Equation Solvers <a href="pml5.doc.html#934656">20</a>
<dt><dd>es_type <a href="pml5.doc.html#934265">5</a>
<dt><dd>Example of building a set <a href="pml5.doc.html#934394">7</a>
<dt><dd>Example of ICCG Routine <a href="pml5.doc.html#934727">35</a>
<dt><dd>Example of Topological Sort Routine <a href="pml5.doc.html#934832">38</a>
<dt><dd>EXAMPLES <a href="pml5.doc.html#934321">32</a>
<dt><dd>Examples of MATRIX Functions <a href="pml5.doc.html#934730">33</a>
<dt><dd>extrema <a href="pml5.doc.html#934265">5</a>
</dl>
<dt><dd>F
<dl>
<dt><dd>F_CENT <a href="pml5.doc.html#934580">10</a>
<dt><dd>face centered <a href="pml5.doc.html#934580">10</a>
<dt><dd>Field <a href="pml5.doc.html#934240">15</a>
<dt><dd>field <a href="pml5.doc.html#934890">2</a>, <a href="pml5.doc.html#934265">5</a>, <a href="pml5.doc.html#934258">15</a>
<dt><dd>Field Operators <a href="pml5.doc.html#934523">26</a>
<dt><dd>field structure <a href="pml5.doc.html#934890">2</a>
<dt><dd>fields <a href="pml5.doc.html#934890">2</a>
<dt><dd>file <a href="pml5.doc.html#934574">9</a>
<dt><dd>file information <a href="pml5.doc.html#934574">9</a>
<dt><dd>file_info <a href="pml5.doc.html#934574">9</a>
<dt><dd>file_type <a href="pml5.doc.html#934574">9</a>
<dt><dd>fix <a href="pml5.doc.html#934510">24</a>
<dt><dd>float <a href="pml5.doc.html#934256">4</a>
<dt><dd>fractional part <a href="pml5.doc.html#934303">24</a>
</dl>
<dt><dd>G
<dl>
<dt><dd>Geometry <a href="pml5.doc.html#934621">22</a>
<dt><dd>group <a href="pml5.doc.html#934258">15</a>
</dl>
<dt><dd>H
<dl>
<dt><dd>HUGE <a href="pml5.doc.html#934652">22</a>
</dl>
<dt><dd>I
<dl>
<dt><dd>ICCG <a href="pml5.doc.html#934455">20</a>
<dt><dd>ICCG Routine <a href="pml5.doc.html#934727">35</a>
<dt><dd>imag <a href="pml5.doc.html#934384">3</a>
<dt><dd>imaginary part <a href="pml5.doc.html#934384">3</a>
<dt><dd>incomplete Cholesky decomposition <a href="pml5.doc.html#934302">21</a>
<dt><dd>index <a href="pml5.doc.html#934302">20</a>
<dt><dd>indexing <a href="pml5.doc.html#934243">4</a>
<dt><dd>info <a href="pml5.doc.html#934265">5</a>
<dt><dd>info_type <a href="pml5.doc.html#934265">5</a>
<dt><dd>injection <a href="pml5.doc.html#934377">9</a>
<dt><dd>inner product <a href="pml5.doc.html#934464">22</a>
<dt><dd>integer part <a href="pml5.doc.html#934509">24</a>
<dt><dd>interpolation <a href="pml5.doc.html#934330">5</a>
<dt><dd>interpolations <a href="pml5.doc.html#934890">2</a>
<dt><dd>intersection point <a href="pml5.doc.html#934652">22</a>
<dt><dd>Introduction <a href="pml5.doc.html#934888">1</a>
<dt><dd>inverse <a href="pml5.doc.html#934478">17</a>
<dt><dd>iterations <a href="pml5.doc.html#934302">21</a>
</dl>
<dt><dd>L
<dl>
<dt><dd>line segment <a href="pml5.doc.html#934652">22</a>
<dt><dd>logical shape <a href="pml5.doc.html#934227">4</a>
<dt><dd>logically rectangular <a href="pml5.doc.html#934328">30</a>
<dt><dd>lower band width <a href="pml5.doc.html#934677">17</a>, <a href="pml5.doc.html#934671">18</a>
<dt><dd>LU decomposed matrix <a href="pml5.doc.html#934485">17</a>, <a href="pml5.doc.html#934669">18</a>
<dt><dd>LU decomposition <a href="pml5.doc.html#934481">17</a>
</dl>
<dt><dd>M
<dl>
<dt><dd>macro <a href="pml5.doc.html#934449">17</a>
<dt><dd>MAKE <a href="pml5.doc.html#934385">7</a>
<dt><dd>MAKE_N <a href="pml5.doc.html#934385">7</a>
<dt><dd>map <a href="pml5.doc.html#934574">9</a>
<dt><dd>map_type <a href="pml5.doc.html#934574">9</a>
<dt><dd>Mapping <a href="pml5.doc.html#934233">9</a>
<dt><dd>mapping <a href="pml5.doc.html#934890">2</a>
<dt><dd>mapping structure <a href="pml5.doc.html#934890">2</a>
<dt><dd>Mathematical Functions <a href="pml5.doc.html#934506">24</a>
<dt><dd>mathematics <a href="pml5.doc.html#934237">1</a>
<dt><dd>matrices <a href="pml5.doc.html#934890">2</a>
<dt><dd>matrix <a href="pml5.doc.html#934889">1</a>, <a href="pml5.doc.html#934890">2</a>, <a href="pml5.doc.html#934671">18</a>, <a href="pml5.doc.html#934648">19</a>, <a href="pml5.doc.html#934694">33</a>
<dt><dd>matrix element <a href="pml5.doc.html#934449">17</a>
<dt><dd>MATRIX Manipulation Routines <a href="pml5.doc.html#934281">17</a>
<dt><dd>matrix solvers <a href="pml5.doc.html#934354">20</a>
<dt><dd>matrix structure <a href="pml5.doc.html#934890">2</a>, <a href="pml5.doc.html#934354">20</a>
<dt><dd>max_index <a href="pml5.doc.html#934265">5</a>
<dt><dd>mesh <a href="pml5.doc.html#934379">9</a>
<dt><dd>mesh array <a href="pml5.doc.html#934302">20</a>
<dt><dd>meshes <a href="pml5.doc.html#934890">2</a>
<dt><dd>metric <a href="pml5.doc.html#934265">5</a>
<dt><dd>mod <a href="pml5.doc.html#934549">26</a>
<dt><dd>multiplication <a href="pml5.doc.html#934526">26</a>
</dl>
<dt><dd>N
<dl>
<dt><dd>n_elements <a href="pml5.doc.html#934265">5</a>
<dt><dd>name <a href="pml5.doc.html#934265">5</a>, <a href="pml5.doc.html#934574">9</a>, <a href="pml5.doc.html#934580">10</a>
<dt><dd>ncol <a href="pml5.doc.html#934256">4</a>
<dt><dd>next <a href="pml5.doc.html#934574">9</a>
<dt><dd>node centered <a href="pml5.doc.html#934580">10</a>
<dt><dd>node centers <a href="pml5.doc.html#934379">9</a>
<dt><dd>norm of the residual <a href="pml5.doc.html#934302">21</a>
<dt><dd>nrow <a href="pml5.doc.html#934256">4</a>
<dt><dd>number of columns <a href="pml5.doc.html#934256">4</a>
<dt><dd>number of elements <a href="pml5.doc.html#934265">5</a>
<dt><dd>number of iterations <a href="pml5.doc.html#934302">21</a>
<dt><dd>number of levels <a href="pml5.doc.html#934302">21</a>
<dt><dd>number of rows <a href="pml5.doc.html#934256">4</a>
<dt><dd>Numerical Recipes in C <a href="pml5.doc.html#934254">1</a>
<dt><dd>numerical simulation <a href="pml5.doc.html#934584">9</a>
</dl>
<dt><dd>O
<dl>
<dt><dd>off-diagonal parts <a href="pml5.doc.html#934457">20</a>
<dt><dd>off-diagonal vectors <a href="pml5.doc.html#934649">21</a>
<dt><dd>one based indexing <a href="pml5.doc.html#934243">4</a>
<dt><dd>operations <a href="pml5.doc.html#934265">5</a>, <a href="pml5.doc.html#934258">15</a>
<dt><dd>Operators <a href="pml5.doc.html#934523">26</a>
<dt><dd>opers <a href="pml5.doc.html#934265">5</a>
<dt><dd>order of the matrix <a href="pml5.doc.html#934677">17</a>, <a href="pml5.doc.html#934671">18</a>
</dl>
<dt><dd>P
<dl>
<dt><dd>PACT <a href="pml5.doc.html#934220">1</a>, <a href="pml5.doc.html#934275">40</a>
<dt><dd>PDB <a href="pml5.doc.html#934574">9</a>
<dt><dd>pivoting information <a href="pml5.doc.html#934481">17</a>, <a href="pml5.doc.html#934669">18</a>
<dt><dd>PM_block_tridi <a href="pml5.doc.html#934452">20</a>
<dt><dd>PM_colinear_2d <a href="pml5.doc.html#934406">22</a>
<dt><dd>PM_colinear_3d <a href="pml5.doc.html#934407">22</a>
<dt><dd>PM_contains_2d <a href="pml5.doc.html#934412">23</a>
<dt><dd>PM_contains_3d <a href="pml5.doc.html#934426">23</a>
<dt><dd>PM_convex_hull <a href="pml5.doc.html#934442">23</a>
<dt><dd>PM_create <a href="pml5.doc.html#934289">17</a>, <a href="pml5.doc.html#934696">33</a>
<dt><dd>PM_cross <a href="pml5.doc.html#934505">22</a>
<dt><dd>PM_cross_line_plane <a href="pml5.doc.html#934401">22</a>
<dt><dd>PM_cross_seg <a href="pml5.doc.html#934397">22</a>
<dt><dd>PM_decb <a href="pml5.doc.html#934666">17</a>
<dt><dd>PM_decompose <a href="pml5.doc.html#934661">17</a>
<dt><dd>PM_destroy <a href="pml5.doc.html#934674">17</a>
<dt><dd>PM_dot <a href="pml5.doc.html#934465">22</a>
<dt><dd>PM_element <a href="pml5.doc.html#934486">17</a>, <a href="pml5.doc.html#934702">33</a>
<dt><dd>PM_fdivide <a href="pml5.doc.html#934606">26</a>
<dt><dd>PM_field structure <a href="pml5.doc.html#934258">15</a>, <a href="pml5.doc.html#934526">26</a>
<dt><dd>PM_fix <a href="pml5.doc.html#934510">24</a>
<dt><dd>PM_fminus <a href="pml5.doc.html#934560">26</a>
<dt><dd>PM_fplus <a href="pml5.doc.html#934558">26</a>
<dt><dd>PM_frac <a href="pml5.doc.html#934512">24</a>
<dt><dd>PM_ftimes <a href="pml5.doc.html#934559">26</a>
<dt><dd>PM_iccg <a href="pml5.doc.html#934585">20</a>, <a href="pml5.doc.html#934782">36</a>, <a href="pml5.doc.html#934820">37</a>
<dt><dd>PM_idivide <a href="pml5.doc.html#934547">26</a>
<dt><dd>PM_iminus <a href="pml5.doc.html#934545">26</a>
<dt><dd>PM_imodulo <a href="pml5.doc.html#934535">26</a>
<dt><dd>PM_intersect_line_polygon <a href="pml5.doc.html#934432">23</a>
<dt><dd>PM_inv_times_ds <a href="pml5.doc.html#934668">17</a>
<dt><dd>PM_inverse <a href="pml5.doc.html#934663">17</a>, <a href="pml5.doc.html#934722">34</a>
<dt><dd>PM_iplus <a href="pml5.doc.html#934524">26</a>
<dt><dd>PM_itimes <a href="pml5.doc.html#934546">26</a>
<dt><dd>PM_ldivide <a href="pml5.doc.html#934554">26</a>
<dt><dd>PM_lminus <a href="pml5.doc.html#934552">26</a>
<dt><dd>PM_lmodulo <a href="pml5.doc.html#934605">26</a>
<dt><dd>PM_lower <a href="pml5.doc.html#934665">17</a>
<dt><dd>PM_lplus <a href="pml5.doc.html#934551">26</a>
<dt><dd>PM_ltimes <a href="pml5.doc.html#934553">26</a>
<dt><dd>PM_make_mapping <a href="pml5.doc.html#934536">25</a>
<dt><dd>PM_make_set <a href="pml5.doc.html#934525">25</a>
<dt><dd>PM_map_info structure <a href="pml5.doc.html#934580">10</a>
<dt><dd>PM_mapping <a href="pml5.doc.html#934574">9</a>, <a href="pml5.doc.html#934521">25</a>, <a href="pml5.doc.html#934526">26</a>
<dt><dd>PM_matrix <a href="pml5.doc.html#934252">4</a>
<dt><dd>PM_mesh_topology <a href="pml5.doc.html#934632">31</a>
<dt><dd>PM_minus <a href="pml5.doc.html#934659">18</a>
<dt><dd>PM_minus_s <a href="pml5.doc.html#934499">18</a>
<dt><dd>PM_nearest_point <a href="pml5.doc.html#934445">23</a>
<dt><dd>PM_plus <a href="pml5.doc.html#934658">18</a>
<dt><dd>PM_plus_s <a href="pml5.doc.html#934670">18</a>
<dt><dd>PM_power <a href="pml5.doc.html#934304">24</a>
<dt><dd>PM_print <a href="pml5.doc.html#934667">18</a>, <a href="pml5.doc.html#934704">33</a>
<dt><dd>PM_random <a href="pml5.doc.html#934517">24</a>
<dt><dd>PM_rel_mapping <a href="pml5.doc.html#934539">25</a>
<dt><dd>PM_rel_set <a href="pml5.doc.html#934571">25</a>
<dt><dd>PM_round <a href="pml5.doc.html#934592">24</a>
<dt><dd>PM_set <a href="pml5.doc.html#934265">5</a>, <a href="pml5.doc.html#934395">6</a>, <a href="pml5.doc.html#934529">25</a>, <a href="pml5.doc.html#934526">26</a>, <a href="pml5.doc.html#934576">30</a>, <a href="pml5.doc.html#934729">32</a>
<dt><dd>PM_set structure <a href="pml5.doc.html#934330">5</a>, <a href="pml5.doc.html#934584">9</a>, <a href="pml5.doc.html#934537">25</a>
<dt><dd>PM_sgn <a href="pml5.doc.html#934594">24</a>
<dt><dd>PM_sign <a href="pml5.doc.html#934513">24</a>
<dt><dd>PM_sol <a href="pml5.doc.html#934662">18</a>
<dt><dd>PM_solb <a href="pml5.doc.html#934482">18</a>
<dt><dd>PM_solve <a href="pml5.doc.html#934660">18</a>, <a href="pml5.doc.html#934718">33</a>
<dt><dd>PM_sqr <a href="pml5.doc.html#934603">24</a>
<dt><dd>PM_t_sort <a href="pml5.doc.html#934566">27</a>, <a href="pml5.doc.html#934880">39</a>
<dt><dd>PM_times <a href="pml5.doc.html#934657">18</a>, <a href="pml5.doc.html#934714">33</a>
<dt><dd>PM_times_s <a href="pml5.doc.html#934496">18</a>
<dt><dd>PM_transpose <a href="pml5.doc.html#934676">18</a>, <a href="pml5.doc.html#934712">33</a>
<dt><dd>PM_tridi <a href="pml5.doc.html#934307">21</a>
<dt><dd>PM_upper <a href="pml5.doc.html#934664">19</a>
<dt><dd>pmaset <a href="pml5.doc.html#934576">30</a>
<dt><dd>pmbset <a href="pml5.doc.html#934573">30</a>
<dt><dd>pmcfft <a href="pml5.doc.html#934322">29</a>
<dt><dd>pmeset <a href="pml5.doc.html#934576">30</a>
<dt><dd>PML <a href="pml5.doc.html#934254">1</a>, <a href="pml5.doc.html#934890">2</a>, <a href="pml5.doc.html#934624">16</a>, <a href="pml5.doc.html#934302">21</a>, <a href="pml5.doc.html#934245">28</a>, <a href="pml5.doc.html#934275">40</a>
<dt><dd>PML test programs <a href="pml5.doc.html#934729">32</a>
<dt><dd>pmmtop <a href="pml5.doc.html#934631">31</a>
<dt><dd>pmrfft <a href="pml5.doc.html#934322">29</a>
<dt><dd>pmszft <a href="pml5.doc.html#934324">29</a>
<dt><dd>pointer to a function <a href="pml5.doc.html#934526">26</a>
<dt><dd>portability <a href="pml5.doc.html#934254">1</a>
<dt><dd>portable <a href="pml5.doc.html#934275">40</a>
<dt><dd>Portable Mathematics Library <a href="pml5.doc.html#934220">1</a>
<dt><dd>positive definite <a href="pml5.doc.html#934455">20</a>
<dt><dd>power <a href="pml5.doc.html#934304">24</a>
<dt><dd>Print the matrix <a href="pml5.doc.html#934495">18</a>
<dt><dd>product <a href="pml5.doc.html#934588">18</a>
</dl>
<dt><dd>R
<dl>
<dt><dd>random number <a href="pml5.doc.html#934596">24</a>
<dt><dd>range <a href="pml5.doc.html#934574">9</a>
<dt><dd>range sets <a href="pml5.doc.html#934584">9</a>
<dt><dd>ray <a href="pml5.doc.html#934652">22</a>
<dt><dd>REAL <a href="pml5.doc.html#934256">4</a>
<dt><dd>real <a href="pml5.doc.html#934384">3</a>
<dt><dd>real part <a href="pml5.doc.html#934384">3</a>
<dt><dd>Related Documenatation <a href="pml5.doc.html#934311">40</a>
<dt><dd>Release <a href="pml5.doc.html#934678">17</a>, <a href="pml5.doc.html#934572">25</a>
<dt><dd>residual <a href="pml5.doc.html#934302">21</a>
<dt><dd>ring <a href="pml5.doc.html#934890">2</a>, <a href="pml5.doc.html#934258">15</a>
<dt><dd>Round <a href="pml5.doc.html#934598">24</a>
<dt><dd>rows <a href="pml5.doc.html#934256">4</a>, <a href="pml5.doc.html#934587">17</a>
</dl>
<dt><dd>S
<dl>
<dt><dd>SC_arrlen <a href="pml5.doc.html#934385">7</a>
<dt><dd>SC_DOUBLE_S <a href="pml5.doc.html#934385">7</a>
<dt><dd>SC_strsave <a href="pml5.doc.html#934385">7</a>
<dt><dd>scalar machine <a href="pml5.doc.html#934302">21</a>
<dt><dd>scales <a href="pml5.doc.html#934265">5</a>
<dt><dd>SCORE <a href="pml5.doc.html#934385">7</a>
<dt><dd>segment <a href="pml5.doc.html#934652">22</a>
<dt><dd>Set <a href="pml5.doc.html#934229">5</a>
<dt><dd>set <a href="pml5.doc.html#934890">2</a>, <a href="pml5.doc.html#934395">6</a>, <a href="pml5.doc.html#934394">7</a>, <a href="pml5.doc.html#934584">9</a>, <a href="pml5.doc.html#934258">15</a>, <a href="pml5.doc.html#934529">25</a>
<dt><dd>set structure <a href="pml5.doc.html#934890">2</a>
<dt><dd>shape <a href="pml5.doc.html#934227">4</a>
<dt><dd>sign <a href="pml5.doc.html#934600">24</a>
<dt><dd>simulation <a href="pml5.doc.html#934584">9</a>
<dt><dd>simulations <a href="pml5.doc.html#934237">1</a>
<dt><dd>solution <a href="pml5.doc.html#934669">18</a>, <a href="pml5.doc.html#934302">21</a>
<dt><dd>Solve <a href="pml5.doc.html#934457">20</a>, <a href="pml5.doc.html#934649">21</a>
<dt><dd>solve <a href="pml5.doc.html#934669">18</a>, <a href="pml5.doc.html#934455">20</a>
<dt><dd>Solvers <a href="pml5.doc.html#934656">20</a>
<dt><dd>Sort Routine <a href="pml5.doc.html#934832">38</a>
<dt><dd>Sorting <a href="pml5.doc.html#934527">27</a>
<dt><dd>sparse matrices <a href="pml5.doc.html#934354">20</a>
<dt><dd>sub- diagonal <a href="pml5.doc.html#934649">21</a>
<dt><dd>sub-diagonal <a href="pml5.doc.html#934457">20</a>
<dt><dd>sub-diagonal part <a href="pml5.doc.html#934470">17</a>
<dt><dd>subtraction <a href="pml5.doc.html#934526">26</a>
<dt><dd>sum <a href="pml5.doc.html#934582">18</a>
<dt><dd>Summary of the PML C API <a href="pml5.doc.html#934249">16</a>
<dt><dd>Summary of the PML FORTRAN API <a href="pml5.doc.html#934313">28</a>
<dt><dd>super- diagonal <a href="pml5.doc.html#934457">20</a>
<dt><dd>super-diagonal <a href="pml5.doc.html#934649">21</a>
<dt><dd>super-diagonal part <a href="pml5.doc.html#934648">19</a>
<dt><dd>surjection <a href="pml5.doc.html#934377">9</a>
<dt><dd>symmetric <a href="pml5.doc.html#934455">20</a>
<dt><dd>symmetry <a href="pml5.doc.html#934265">5</a>
<dt><dd>symmetry_type <a href="pml5.doc.html#934265">5</a>
<dt><dd>system of equations <a href="pml5.doc.html#934455">20</a>
</dl>
<dt><dd>T
<dl>
<dt><dd>tensors <a href="pml5.doc.html#934890">2</a>
<dt><dd>topological information <a href="pml5.doc.html#934395">6</a>
<dt><dd>topological sort <a href="pml5.doc.html#934654">27</a>
<dt><dd>Topological Sort Routine <a href="pml5.doc.html#934832">38</a>
<dt><dd>topology <a href="pml5.doc.html#934265">5</a>, <a href="pml5.doc.html#934395">6</a>
<dt><dd>topology_type <a href="pml5.doc.html#934265">5</a>, <a href="pml5.doc.html#934395">6</a>
<dt><dd>transpose <a href="pml5.doc.html#934477">18</a>
<dt><dd>tridiagonal <a href="pml5.doc.html#934457">20</a>, <a href="pml5.doc.html#934649">21</a>
</dl>
<dt><dd>U
<dl>
<dt><dd>U_CENT <a href="pml5.doc.html#934580">10</a>
<dt><dd>uncentered <a href="pml5.doc.html#934580">10</a>
<dt><dd>upper band width <a href="pml5.doc.html#934677">17</a>, <a href="pml5.doc.html#934671">18</a>
</dl>
<dt><dd>V
<dl>
<dt><dd>vector <a href="pml5.doc.html#934329">4</a>, <a href="pml5.doc.html#934652">22</a>
<dt><dd>vector machine <a href="pml5.doc.html#934302">21</a>
<dt><dd>vector space <a href="pml5.doc.html#934258">15</a>
<dt><dd>vectors <a href="pml5.doc.html#934890">2</a>, <a href="pml5.doc.html#934457">20</a>, <a href="pml5.doc.html#934464">22</a>
<dt><dd>visualization <a href="pml5.doc.html#934890">2</a>, <a href="pml5.doc.html#934330">5</a>, <a href="pml5.doc.html#934584">9</a>, <a href="pml5.doc.html#934275">40</a>
</dl>
<dt><dd>Z
<dl>
<dt><dd>Z_CENT <a href="pml5.doc.html#934580">10</a>
<dt><dd>zone centered <a href="pml5.doc.html#934379">9</a>, <a href="pml5.doc.html#934580">10</a>
</dl>
</dl>
<p><hr>
</body></html>
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