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<TITLE>Performance, Portability and Scalability</TITLE>
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<B> Next:</B> <A NAME="tex2html3556" HREF="node109.html">The BLAS as the </A>
<B>Up:</B> <A NAME="tex2html3554" HREF="node104.html">Performance of ScaLAPACK</A>
<B> Previous:</B> <A NAME="tex2html3548" HREF="node107.html">Achieving High Performance on </A>
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<H1><A NAME="SECTION04520000000000000000">Performance, Portability and Scalability</A></H1>
   <A NAME="secPPS">&#160;</A>
<P>
How can we provide
<B>portable</B><A NAME="3588">&#160;</A>
software for dense
linear algebra
computations that
is <B>efficient</B>
on a wide range of
modern distributed-memory
 computers?
Answering this question --
and providing the 
appropriate software --
has been an objective
of the ScaLAPACK
project.
<P>
The ScaLAPACK
software has been
designed specifically
to achieve high
efficiency for a
wide range of modern
distributed-memory
 computers.
Examples of such 
computers include
the Cray T3D and
T3E computers,
the IBM Scalable
POWERparallel SP
series, the Intel
iPSC and Paragon
computers, the 
nCube-2/3 computer,
networks and clusters
of workstations (NoWs<A NAME="3590">&#160;</A>
and CoWs<A NAME="3591">&#160;</A>), and ``piles''
of PCs (PoPCs)<A NAME="3592">&#160;</A>.
<P>
<BR> <HR>
<UL><A NAME="CHILD_LINKS">&#160;</A>
<LI> <A NAME="tex2html3559" HREF="node109.html#SECTION04521000000000000000">The BLAS as the Key to (Trans)portable Efficiency</A>
<LI> <A NAME="tex2html3560" HREF="node110.html#SECTION04522000000000000000">Two-Dimensional Block Cyclic Data Distribution as a Key
to Load Balancing and Software Reuse</A>
<LI> <A NAME="tex2html3561" HREF="node111.html#SECTION04523000000000000000">BLACS as an Efficient, Portable and Adequate
            Message-Passing Interface</A>
<UL>
<LI> <A NAME="tex2html3562" HREF="node112.html#SECTION04523100000000000000">Parallel Efficiency</A>
</UL> 
<LI> <A NAME="tex2html3563" HREF="node113.html#SECTION04524000000000000000">ScaLAPACK Performance</A>
<LI> <A NAME="tex2html3564" HREF="node114.html#SECTION04525000000000000000">Performance of Selected BLACS and Level&nbsp;3 BLAS Routines</A>
<UL>
<LI> <A NAME="tex2html3565" HREF="node115.html#SECTION04525100000000000000">Performance of Selected PBLAS routines</A>
<LI> <A NAME="tex2html3566" HREF="node116.html#SECTION04525200000000000000">Solution of Common Numerical Linear Algebra Problems</A>
</UL> 
<LI> <A NAME="tex2html3567" HREF="node117.html#SECTION04526000000000000000">Solving Linear Systems of Equations</A>
<UL>
<LI> <A NAME="tex2html3568" HREF="node118.html#SECTION04526100000000000000">Solving Linear Least Squares Problems</A>
<LI> <A NAME="tex2html3569" HREF="node119.html#SECTION04526200000000000000">Eigenvalue Problems</A>
</UL>
</UL>
<BR> <HR>
<P><ADDRESS>
<I>Susan Blackford <BR>
Tue May 13 09:21:01 EDT 1997</I>
</ADDRESS>
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