10000 GitHub - pitzer/SuperLU: CMake build system for SuperLU - large, sparse, nonsymmetric linear equation systems solver
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CMake build system for SuperLU - large, sparse, nonsymmetric linear equation systems solver

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		SuperLU (Version 4.3)
		=====================

SuperLU contains a set of subroutines to solve a sparse linear system 
A*X=B. It uses Gaussian elimination with partial pivoting (GEPP). 
The columns of A may be preordered before factorization; the 
preordering for sparsity is completely separate from the factorization.

SuperLU is implemented in ANSI C, and must be compiled with standard 
ANSI C compilers. It provides functionality for both real and complex
matrices, in both single and double precision. The file names for the 
single-precision real version start with letter "s" (such as sgstrf.c);
the file names for the double-precision real version start with letter "d"
(such as dgstrf.c); the file names for the single-precision complex
version start with letter "c" (such as cgstrf.c); the file names
for the double-precision complex version start with letter "z" 
(such as zgstrf.c).


SuperLU contains the following directory structure:

    SuperLU/README    Overview and general information
    SuperLU/COPYING   License information
    SuperLU/cblas/    needed BLAS routines in C, not necessarily fast
    SuperLU/doc/      Users' Guide and documentation of source code
    SuperLU/example/  example programs
    SuperLU/src/      C source code, to be compiled into the superlu.a library
    SuperLU/testing/  driver routines to test correctness

--------------------
| RELEASE VERSIONS |
--------------------
    February 4,  1997  Version 1.0
    November 15, 1997  Version 1.1
    September 1, 1999  Version 2.0
    October 15,  2003  Version 3.0
    August 1,    2008  Version 3.1
    June 30,     2009  Version 4.0
    November 23, 2010  Version 4.1
    August 25,   2011  Version 4.2
    October 27,  2011  Version 4.3

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CMake build system for SuperLU - large, sparse, nonsymmetric linear equation systems solver

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