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<TITLE>HPL_pdgesvK1 HPL 2.0 Library Functions September 10, 2008</TITLE>
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      ALINK = "#ffff00">
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<H1>Name</H1>
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<B>HPL_pdgesvK1</B> Factor an N x N+1 matrix.
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<H1>Synopsis</H1>
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<CODE>#include "hpl.h"</CODE><BR><BR>
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<CODE>void</CODE>
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<CODE>HPL_pdgesvK1(</CODE>
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<CODE>HPL_T_grid *</CODE>
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<CODE>GRID</CODE>,
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<CODE>HPL_T_palg *</CODE>
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<CODE>ALGO</CODE>,
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<CODE>HPL_T_pmat *</CODE>
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<CODE>A</CODE>
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<CODE>);</CODE>
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<H1>Description</H1>
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<B>HPL_pdgesvK1</B>
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factors a N+1-by-N matrix using LU factorization with row
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partial pivoting.  The main algorithm  is the "right looking" variant
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with look-ahead.  The  lower  triangular factor is left unpivoted and
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the pivots are not returned. The right hand side is the N+1 column of
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the coefficient matrix.
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<H1>Arguments</H1>
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<PRE>
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GRID    (local input)                 HPL_T_grid *
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        On entry,  GRID  points  to the data structure containing the
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        process grid information.
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</PRE>
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<PRE>
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ALGO    (global input)                HPL_T_palg *
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        On entry,  ALGO  points to  the data structure containing the
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        algorithmic parameters.
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</PRE>
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<PRE>
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A       (local input/output)          HPL_T_pmat *
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        On entry, A points to the data structure containing the local
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        array information.
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</PRE>
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<H1>See Also</H1>
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<A HREF="HPL_pdgesv.html">HPL_pdgesv</A>,
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<A HREF="HPL_pdgesvK2.html">HPL_pdgesvK2</A>,
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<A HREF="HPL_pdfact.html">HPL_pdfact</A>,
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<A HREF="HPL_binit.html">HPL_binit</A>,
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<A HREF="HPL_bcast.html">HPL_bcast</A>,
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<A HREF="HPL_bwait.html">HPL_bwait</A>,
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<A HREF="HPL_pdupdateNN.html">HPL_pdupdateNN</A>,
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<A HREF="HPL_pdupdateNT.html">HPL_pdupdateNT</A>,
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<A HREF="HPL_pdupdateTN.html">HPL_pdupdateTN</A>,
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<A HREF="HPL_pdupdateTT.html">HPL_pdupdateTT</A>.
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