METIS
- Abstract
- Experiments on a large number of graphs arising in
various domains including finite element methods, linear
programming, VLSI, and transportation show that METIS
produces partitions that are consistently better than
those produced by other widely used algorithms. The
partitions produced by METIS are consistently 10% to
50% better than those produced by spectral partitioning
algorithms. Experiments on a wide range of graphs has
shown that METIS is one to two orders of magnitude
faster than other widely used partitioning algorithms.
Graphs with over 1,000,000 vertices can be partitioned
in 256 parts in under 20 seconds on a Pentium Pro personal
computer. The fill-orderings produced by METIS are
significantly better than those produced by other widely
used algorithms including multiple minimum degree.
For many classes of problems arising in scientific
computations and linear programming, METIS is able
to reduce the storage and computational requirements
of sparse matrix factorization, by up to an order of
magnitude. Moreover, unlike multiple minimum degree,
the elimination trees produced by METIS are suitable
for parallel direct factorization. Furthermore, METIS
is able to compute these orderings very fast. Matrices
with over 200,000 rows can be reordered in just a few
seconds on current generation workstations and PCs.
- DateOfInformation
- Mon Sep 21 12:53:46 1998
- Domain
- Grid Generation!Hexahedral!Unstructured
- Name
- METIS
- TitleLine
- is a set of programs for partitioning graphs and for producing fill reducing orderings for sparse matrices
- Version
- 4.0
- VersionDate
- September 1998
- Webpage
- http://www.cs.umn.edu/~metis
- ContactIs
- METIS Support
Metis Support
Meta Data URL from which this entry was created:
http://www.nhse.org/rib/repositories/CEWES_Grid_Gen/objects/Asset/metis.html
nhse-tech@nhse.org