Intel Compiler 13.1.1 では以下のようなエラーが出てきました。何かがおかしい感じです。
SDPA start at [Tue Apr 2 00:11:40 2013]
param is ./param.sdpa
data is /home/fujisawa/data/sdplib/theta6.dat-s : sparse
out is out
NumThreads is set as 40
Schur computation : DENSE
mu thetaP thetaD objP objD alphaP alphaD beta
0 1.0e+04 1.0e+00 1.0e+00 +0.00e+00 +3.00e+04 1.2e-01 1.1e-02 2.00e-01
cholesky miss condition :: not positive definite :: info = 22 :: line 783 in sdpa_linear.cpp
There are some possibilities. :: line 784 in sdpa_linear.cpp
1. SDPA terminates due to inaccuracy of numerical error :: line 785 in sdpa_linear.cpp
2. The input problem may not have (any) interior-points :: line 786 in sdpa_linear.cpp
3. Input matrices are linearly dependent :: line 787 in sdpa_linear.cpp
1 9.1e+03 8.8e-01 1.0e+00 +3.15e+00 +4.69e+04 1.2e-01 1.1e-02 2.00e-01
phase.value = noINFO
Iteration = 1
mu = +9.0555836316263758e+03
relative gap = +1.9997311702528748e+00
gap = -4.6904878133697959e+04
digits = -3.0097161610247863e-01
objValPrimal = +3.1527804124863570e+00
objValDual = +4.6908030914110444e+04
p.feas.error = +8.8887847083866603e+01
d.feas.error = +2.9861298859730199e+04
total time = 0.880009
SDPA start at [Tue Apr 2 00:11:40 2013]
param is ./param.sdpa
data is /home/fujisawa/data/sdplib/theta6.dat-s : sparse
out is out
NumThreads is set as 40
Schur computation : DENSE
mu thetaP thetaD objP objD alphaP alphaD beta
0 1.0e+04 1.0e+00 1.0e+00 +0.00e+00 +3.00e+04 1.2e-01 1.1e-02 2.00e-01
cholesky miss condition :: not positive definite :: info = 22 :: line 783 in sdpa_linear.cpp
There are some possibilities. :: line 784 in sdpa_linear.cpp
1. SDPA terminates due to inaccuracy of numerical error :: line 785 in sdpa_linear.cpp
2. The input problem may not have (any) interior-points :: line 786 in sdpa_linear.cpp
3. Input matrices are linearly dependent :: line 787 in sdpa_linear.cpp
1 9.1e+03 8.8e-01 1.0e+00 +3.15e+00 +4.69e+04 1.2e-01 1.1e-02 2.00e-01
phase.value = noINFO
Iteration = 1
mu = +9.0555836316263758e+03
relative gap = +1.9997311702528748e+00
gap = -4.6904878133697959e+04
digits = -3.0097161610247863e-01
objValPrimal = +3.1527804124863570e+00
objValDual = +4.6908030914110444e+04
p.feas.error = +8.8887847083866603e+01
d.feas.error = +2.9861298859730199e+04
total time = 0.880009