dgd.out

来自「famous linear algebra library (LAPACK) p」· OUT 代码 · 共 378 行 · 第 1/2 页

OUT
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 Tests of the Generalized Nonsymmetric Eigenvalue Problem Driver DGGES

 LAPACK VERSION 3.1.1

 The following parameter values will be used:
    M:         2     6    10    12    20
    N:         2     6    10    12    20
    NB:        1
    NBMIN:     1
    NX:        1
    NS:        2
    MAXB:      1
 
 Relative machine underflow is taken to be    0.222507-307
 Relative machine overflow  is taken to be    0.179769+309
 Relative machine precision is taken to be    0.111022D-15

 Routines pass computational tests if test ratio is less than   10.00

 
 DGS routines passed the tests of the error exits ( 87 tests done)

 All tests for DGS drivers  passed the threshold (  1560 tests run)

 -----------------------------------------------------------------------

 Tests of the Generalized Nonsymmetric Eigenvalue Problem Driver DGGEV

 LAPACK VERSION 3.1.1

 The following parameter values will be used:
    M:         2     6     8    10    15    20
    N:         2     6     8    10    15    20
    NB:        1
    NBMIN:     1
    NX:        1
    NS:        2
    MAXB:      1
 
 Relative machine underflow is taken to be    0.222507-307
 Relative machine overflow  is taken to be    0.179769+309
 Relative machine precision is taken to be    0.111022D-15

 Routines pass computational tests if test ratio is less than   10.00

 
 DGV routines passed the tests of the error exits ( 87 tests done)

 All tests for DGV drivers  passed the threshold (  1092 tests run)

 -----------------------------------------------------------------------

 Tests of the Generalized Nonsymmetric Eigenvalue Problem Expert Driver DGGESX

 LAPACK VERSION 3.1.1

 The following parameter values will be used:
    N:         2
    NB:        1
    NBMIN:     1
    NX:        1
    NS:        2
    MAXB:      1
 
 Relative machine underflow is taken to be    0.222507-307
 Relative machine overflow  is taken to be    0.179769+309
 Relative machine precision is taken to be    0.111022D-15

 Routines pass computational tests if test ratio is less than   10.00

 
 DGX routines passed the tests of the error exits ( 87 tests done)

 All tests for SGX drivers  passed the threshold (   150 tests run)

 -----------------------------------------------------------------------

 Tests of the Generalized Nonsymmetric Eigenvalue Problem Expert Driver DGGESX

 LAPACK VERSION 3.1.1

 The following parameter values will be used:
    N:         0
    NB:        1
    NBMIN:     1
    NX:        1
    NS:        2
    MAXB:      1
 
 Relative machine underflow is taken to be    0.222507-307
 Relative machine overflow  is taken to be    0.179769+309
 Relative machine precision is taken to be    0.111022D-15

 Routines pass computational tests if test ratio is less than   10.00

 
 DGX routines passed the tests of the error exits ( 87 tests done)

 All tests for SGX drivers  passed the threshold (    20 tests run)

 -----------------------------------------------------------------------

 Tests of the Generalized Nonsymmetric Eigenvalue Problem Expert Driver DGGEVX

 LAPACK VERSION 3.1.1

 The following parameter values will be used:
    N:         5
    NB:        1
    NBMIN:     1
    NX:        1
    NS:        2
    MAXB:      1
 
 Relative machine underflow is taken to be    0.222507-307
 Relative machine overflow  is taken to be    0.179769+309
 Relative machine precision is taken to be    0.111022D-15

 Routines pass computational tests if test ratio is less than   10.00

 
 DXV routines passed the tests of the error exits ( 87 tests done)

 DXV -- Real Expert Eigenvalue/vector problem driver
 Matrix types: 

 TYPE 1: Da is diagonal, Db is identity, 
     A = Y^(-H) Da X^(-1), B = Y^(-H) Db X^(-1) 
     YH and X are left and right eigenvectors. 

 TYPE 2: Da is quasi-diagonal, Db is identity, 
     A = Y^(-H) Da X^(-1), B = Y^(-H) Db X^(-1) 
     YH and X are left and right eigenvectors. 


 Tests performed:  
     a is alpha, b is beta, l is a left eigenvector, 
     r is a right eigenvector and ' means transpose.
 1 = max | ( b A - a B )' l | / const.
 2 = max | ( b A - a B ) r | / const.
 3 = max ( Sest/Stru, Stru/Sest )  over all eigenvalues
 4 = max( DIFest/DIFtru, DIFtru/DIFest )  over the 1st and 5th eigenvectors

 Type= 2, IWA= 1, IWB= 1, IWX= 5, IWY= 1, result  4 is 3766.18
 Type= 2, IWA= 1, IWB= 1, IWX= 5, IWY= 2, result  4 is 3930.80
 Type= 2, IWA= 1, IWB= 1, IWX= 5, IWY= 3, result  4 is 5283.78
 Type= 2, IWA= 1, IWB= 1, IWX= 5, IWY= 4, result  4 is 5051.73
 Type= 2, IWA= 1, IWB= 1, IWX= 5, IWY= 5, result  4 is 1648.31
 Type= 2, IWA= 1, IWB= 2, IWX= 5, IWY= 5, result  4 is 2269.35
 Type= 2, IWA= 1, IWB= 3, IWX= 5, IWY= 5, result  4 is 1324.75
 Type= 2, IWA= 1, IWB= 4, IWX= 5, IWY= 5, result  4 is  475.96
 Type= 2, IWA= 1, IWB= 5, IWX= 1, IWY= 1, result  4 is 4096.29
 Type= 2, IWA= 1, IWB= 5, IWX= 1, IWY= 2, result  4 is 3817.53
 Type= 2, IWA= 1, IWB= 5, IWX= 1, IWY= 3, result  4 is 2120.76
 Type= 2, IWA= 1, IWB= 5, IWX= 1, IWY= 4, result  4 is  288.27
 Type= 2, IWA= 1, IWB= 5, IWX= 2, IWY= 1, result  4 is 3817.53
 Type= 2, IWA= 1, IWB= 5, IWX= 2, IWY= 2, result  4 is 3707.73
 Type= 2, IWA= 1, IWB= 5, IWX= 2, IWY= 3, result  4 is 2114.67
 Type= 2, IWA= 1, IWB= 5, IWX= 2, IWY= 4, result  4 is  288.25
 Type= 2, IWA= 1, IWB= 5, IWX= 3, IWY= 1, result  4 is 2120.76
 Type= 2, IWA= 1, IWB= 5, IWX= 3, IWY= 2, result  4 is 2114.67
 Type= 2, IWA= 1, IWB= 5, IWX= 3, IWY= 3, result  4 is 1697.03
 Type= 2, IWA= 1, IWB= 5, IWX= 3, IWY= 4, result  4 is  286.85
 Type= 2, IWA= 1, IWB= 5, IWX= 4, IWY= 1, result  4 is  288.27
 Type= 2, IWA= 1, IWB= 5, IWX= 4, IWY= 2, result  4 is  288.25
 Type= 2, IWA= 1, IWB= 5, IWX= 4, IWY= 3, result  4 is  286.85
 Type= 2, IWA= 1, IWB= 5, IWX= 4, IWY= 4, result  4 is  204.34
 Type= 2, IWA= 2, IWB= 1, IWX= 5, IWY= 5, result  4 is 4540.09
 Type= 2, IWA= 2, IWB= 2, IWX= 5, IWY= 5, result  4 is 3644.88
 Type= 2, IWA= 2, IWB= 3, IWX= 5, IWY= 5, result  4 is 1633.45
 Type= 2, IWA= 2, IWB= 4, IWX= 5, IWY= 5, result  4 is  481.28
 Type= 2, IWA= 2, IWB= 5, IWX= 1, IWY= 1, result  4 is 4096.34
 Type= 2, IWA= 2, IWB= 5, IWX= 1, IWY= 2, result  4 is 3817.57
 Type= 2, IWA= 2, IWB= 5, IWX= 1, IWY= 3, result  4 is 2120.79
 Type= 2, IWA= 2, IWB= 5, IWX= 1, IWY= 4, result  4 is  288.27
 Type= 2, IWA= 2, IWB= 5, IWX= 2, IWY= 1, result  4 is 3817.57
 Type= 2, IWA= 2, IWB= 5, IWX= 2, IWY= 2, result  4 is 3707.78
 Type= 2, IWA= 2, IWB= 5, IWX= 2, IWY= 3, result  4 is 2114.70
 Type= 2, IWA= 2, IWB= 5, IWX= 2, IWY= 4, result  4 is  288.26
 Type= 2, IWA= 2, IWB= 5, IWX= 3, IWY= 1, result  4 is 2120.79
 Type= 2, IWA= 2, IWB= 5, IWX= 3, IWY= 2, result  4 is 2114.70
 Type= 2, IWA= 2, IWB= 5, IWX= 3, IWY= 3, result  4 is 1697.05
 Type= 2, IWA= 2, IWB= 5, IWX= 3, IWY= 4, result  4 is  286.85
 Type= 2, IWA= 2, IWB= 5, IWX= 4, IWY= 1, result  4 is  288.27
 Type= 2, IWA= 2, IWB= 5, IWX= 4, IWY= 2, result  4 is  288.26
 Type= 2, IWA= 2, IWB= 5, IWX= 4, IWY= 3, result  4 is  286.85
 Type= 2, IWA= 2, IWB= 5, IWX= 4, IWY= 4, result  4 is  204.34
 Type= 2, IWA= 3, IWB= 1, IWX= 5, IWY= 5, result  4 is 4779.84
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dgd.out - 源码说明

本页面展示了「famous linear algebra library (LAPACK) ports to windows」中的 dgd.out 源码文件，采用 OUT 编程语言编写，共 378 行代码。您可以在线阅读完整代码内容，也可以返回资源详情页下载完整源码包进行本地学习和开发。

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