ELSES matrix library
Here is the collection of matrix data generated by
ELSES (http://www.elses.jp),
a quantum mechanical nanomaterial simulator.
The matrices are sparse, real-symmetric and
appear in generalized and standard eigen-value equations.
If you use the matrix data in a publication,
please cite the following paper
and related ones.
Details are explained in the following document;
The package name contains the size.
For example,
the matrix package " BNZ30 " contains matrices with the size of N=30.
The matrix data is recorded in
the Matrix-Market format.
Real-symmetric matrices in generalized eigen-value equations
- BNZ30 (tiny matrices for a tutorial)
- PPE354
- VCNT900
- VCNT1800
- ICNT1800
- PPE3594
- VCNT4500
- APF4686 (updated at 5. May. 2017)
- PPE7194
- VCNT9000
- AUNW9180
- PPE17994
- PENTF20400
- VCNT22500
- CPPE32346
- VCNT90000
- PENTF98736
- PPE107994
- PPE107994MD
- PENTF183600
- VCNT225000
-
Package (ELSES_MATRIX_VCNT225000_20140213.tgz) (835MB)
- Note: Added at 13. Feb. 2014.
- See the document for details.
-
The data is prepared also as a set of split files:
file00 ,
file01
NOTE: The size of a split file is less than 0.5 GB.
To unify the split files, type the following command on linux
$ cat *.tgz.* > ELSES_MATRIX_VCNT225000_20140213.tgz
- NCCS430080 (updated at 7. May. 2017)
- VCNT1008000
-
Package (ELSES_MATRIX_VCNT1008000_20140906.tgz)
(3.7 GB)
- Note: Added at 06. Sep. 2014.
- See the document for details.
-
The data is prepared as a set of split files:
file00 ,
file01 ,
file02 ,
file03 ,
file04 ,
file05 ,
file06 ,
file07 ,
file08
NOTE: The size of a split file is less than 0.5 GB.
To unify the split files, type the following command on linux
$ cat *.tgz.* > ELSES_MATRIX_VCNT1008000_20140906.tgz
Hermitian matrices in generalized eigen-value equations
Real-symmetric matrices in standard eigen-value equations
VCNT2000std
VCNT4000std
CLIQ6912std
VCNT10000std
VCNT10000std
CLIQ55296std
VCNT100000std
VCNT400000std
NCCS430080std
VCNT1000000std
Real-symmetric matrices
generated by
Gaussian in generalized eigen-value equations
Notes
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