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<h3 class="sectionHead"><span class="titlemark">6 </span> <a
id="x40-770006"></a>Data management routines</h3>
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&#x00A0;<span class="subsectionToc" >6.1 <a
href="userhtmlsu30.html#x41-780006.1">psb_cdall &#8212; Allocates a communication descriptor</a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.2 <a
href="userhtmlsu31.html#x42-790006.2">psb_cdins &#8212; Communication descriptor insert routine</a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.3 <a
href="userhtmlsu32.html#x43-800006.3">psb_cdasb &#8212; Communication descriptor assembly routine</a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.4 <a
href="userhtmlsu33.html#x44-810006.4">psb_cdcpy &#8212; Copies a communication descriptor</a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.5 <a
href="userhtmlsu34.html#x45-820006.5">psb_cdfree &#8212; Frees a communication descriptor</a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.6 <a
href="userhtmlsu35.html#x46-830006.6">psb_cdbldext &#8212; Build an extended communication descriptor</a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.7 <a
href="userhtmlsu36.html#x47-840006.7">psb_spall &#8212; Allocates a sparse matrix</a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.8 <a
href="userhtmlsu37.html#x48-850006.8">psb_spins &#8212; Insert a set of coefficients into a sparse matrix</a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.9 <a
href="userhtmlsu38.html#x49-860006.9">psb_spasb &#8212; Sparse matrix assembly routine</a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.10 <a
href="userhtmlsu39.html#x50-870006.10">psb_spfree &#8212; Frees a sparse matrix</a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.11 <a
href="userhtmlsu40.html#x51-880006.11">psb_sprn &#8212; Reinit sparse matrix structure for psblas routines.</a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.12 <a
href="userhtmlsu41.html#x52-890006.12">psb_geall &#8212; Allocates a dense matrix</a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.13 <a
href="userhtmlsu42.html#x53-900006.13">psb_geins &#8212; Dense matrix insertion routine</a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.14 <a
href="userhtmlsu43.html#x54-910006.14">psb_geasb &#8212; Assembly a dense matrix</a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.15 <a
href="userhtmlsu44.html#x55-920006.15">psb_gefree &#8212; Frees a dense matrix</a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.16 <a
href="userhtmlsu45.html#x56-930006.16">psb_gelp &#8212; Applies a left permutation to a dense matrix</a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.17 <a
href="userhtmlsu46.html#x57-940006.17">psb_glob_to_loc &#8212; Global to local indices convertion</a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.18 <a
href="userhtmlsu47.html#x58-950006.18">psb_loc_to_glob &#8212; Local to global indices conversion</a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.19 <a
href="userhtmlsu48.html#x59-960006.19">psb_is_owned &#8212; </a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.20 <a
href="userhtmlsu49.html#x60-970006.20">psb_owned_index &#8212; </a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.21 <a
href="userhtmlsu50.html#x61-980006.21">psb_is_local &#8212; </a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.22 <a
href="userhtmlsu51.html#x62-990006.22">psb_local_index &#8212; </a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.23 <a
href="userhtmlsu52.html#x63-1000006.23">psb_get_boundary &#8212; Extract list of boundary elements</a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.24 <a
href="userhtmlsu53.html#x64-1010006.24">psb_get_overlap &#8212; Extract list of overlap elements</a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.25 <a
href="userhtmlsu54.html#x65-1020006.25">psb_sp_getrow &#8212; Extract row(s) from a sparse matrix</a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.26 <a
href="userhtmlsu55.html#x66-1030006.26">psb_sizeof &#8212; Memory occupation</a></span>
<br /> &#x00A0;<span class="subsectionToc" >6.27 <a
href="userhtmlsu56.html#x67-1040006.27">Sorting utilities &#8212; </a></span>
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