***** the patch *****
--- ./qutip/fortran/setup.py.orig 2013-03-01 04:49:31.000000000 -0300
+++ ./qutip/fortran/setup.py 2013-04-03 22:29:32.114191894 -0300
@@ -42,7 +42,7 @@
if not lapack_opt:
blas_opt = get_info('blas', notfound_action=2)
else:
- blas_opt = lapack_opt
+ blas_opt = get_info('blas', notfound_action=1)
# Remove libraries key from blas_opt
if 'libraries' in blas_opt: # key doesn't exist on OS X ...
***********************
3b1bfbeeaf59f6683f38aa2fe3d2a67a QuTiP-2.2.0-x86_64-1.txz
2481a78855f9d267c7f27c2cf2f93fb1 apiextractor-0.10.10-x86_64-2.txz
32145606c53e7e3a037f379547acdfce blas-20110419-x86_64-3.txz
1fdd7b25d04996e2e240a90f4fae92c2 generatorrunner-0.6.16-x86_64-2.txz
201fde17c76e7dd88341e748a5bab7db ipython-0.13.1-x86_64-1.txz
12c53c6efcfe7e2a91dbe724b33ea537 lapack-3.4.2-x86_64-2.txz
c9b79e07630931f52f1612daa3ab572b matplotlib-1.2.1-x86_64-1.txz
b0f7603ea8925262649ee5b31008241b nose-1.2.1-x86_64-1.txz
9fb835e2d268333efe00595c53ac6da0 numpy-1.7.0-x86_64-1.txz
03ce18e89658c8abf9c534b40a57505f pysetuptools-0.6c11-x86_64-2.txz
64b584595a2c1d0da368c75396158e6f pyside-qt4.8+1.1.2-x86_64-1.txz
b4e97d03d781b95d87a4ed21c1819bbe python-dateutil-1.5-x86_64-2.txz
a8af1cec2c85ef9c9850013379e6c6d0 pytz-2013b-x86_64-1.txz
2dd6dadd6484d2ff6bcd06841d070689 scipy-0.11.0-x86_64-1.txz
e04240f5eb4b83e0709c140aaf83b275 shiboken-1.1.2-x86_64-1.txz
Google drve link
qutip-2.2.0-packages.tar
>>> import qutip.testing as qt
>>> qt.run()
Qobj data ... ok
Qobj type ... ok
Qobj Hermicity ... ok
Qobj shape ... ok
Qobj addition ... ok
Qobj subtraction ... ok
Qobj multiplication ... ok
Qobj division ... ok
Qobj power ... ok
Qobj negation ... ok
Qobj equals ... ok
Qobj getitem ... ok
Qobj multiplication type ... ok
Qobj conjugate ... ok
Qobj adjoint (dagger) ... ok
Qobj diagonals ... ok
Qobj eigenenergies ... ok
Qobj eigenstates ... ok
Qobj expm ... ok
Qobj full ... ok
Qobj ket type ... ok
Qobj bra type ... ok
Qobj operator type ... ok
Qobj superoperator type ... ok
Transform 2-level to eigenbasis and back ... ok
Transform 10-level real-values to eigenbasis and back ... ok
Transform 10-level to eigenbasis and back ... ok
Transform 10-level imag to eigenbasis and back ... ok
Consistency between transformations of kets and denstity matrices ... ok
correlation: comparing me and es for oscillator in coherent initial state ... ok
correlation: comparing me and es for oscillator in steady state ... ok
correlation: compare spectrum obtained for eseries and fft methods ... ok
Diagonalization of random two-level system ... ok
Diagonalization of composite systems ... ok
von-Neumann entropy ... ok
Linear entropy ... ok
Concurrence ... ok
Mutual information ... ok
Conditional entropy ... ok
Read and write complex valued decimal formatted data ... ok
Read and write complex valued default formatted data ... ok
Read and write complex valued exp formatted data ... ok
Read and write real valued decimal formatted data ... ok
Read and write real valued default formatted data ... ok
Read and write real valued exp formatted data ... ok
Read and write with automatic separator detection ... ok
Floquet: test unitary evolution of time-dependent two-level system ... ok
Monte-carlo: Constant H with no collapse ops (expect) ... ok
Monte-carlo: Constant H with no collapse ops (states) ... ok
Monte-carlo: Constant H (str format) with no collapse ops (expect) ... ok
Monte-carlo: Constant H (func format) with no collapse ops (expect) ... ok
Monte-carlo: Constant H (str format) with no collapse ops (states) ... ok
Monte-carlo: Constant H (func format) with no collapse ops (states) ... ok
Monte-carlo: Constant H with constant collapse ... ok
Monte-carlo: Constant H with single collapse operator ... ok
Monte-carlo: Constant H with single expect operator ... ok
Monte-carlo: Collapse terms constant (func format) ... ok
Monte-carlo: Collapse terms constant (str format) ... ok
Monte-carlo: Time-dependent H (func format) ... ok
Monte-carlo: Time-dependent H (str format) ... ok
Monte-carlo: check for correct dtypes (mc_avg=True) ... ok
Monte-carlo: check for correct dtypes (mc_avg=False) ... ok
mcsolve_f90: Constant H with no collapse ops (expect) ... ok
mcsolve_f90: Constant H with no collapse ops (states) ... ok
mcsolve_f90: Constant H with constant collapse ... ok
mcsolve_f90: Constant H with single collapse operator ... ok
mcsolve_f90: Constant H with single expect operator ... ok
mcsolve_f90: check for correct dtypes (mc_avg=True) ... ok
mcsolve_f90: check for correct dtypes (mc_avg=False) ... ok
mesolve: cavity-qubit interaction, no dissipation ... ok
mesolve: cavity-qubit without interaction, decay ... ok
mesolve: cavity-qubit with interaction, decay ... ok
mesolve: qubit without dissipation ... ok
mesolve: simple time-dependence as function list ... ok
mesolve: simple time-dependence as string list ... ok
mesolve: simple constant decay ... ok
mesolve: constant decay as function list ... ok
mesolve: constant decay as string list ... ok
mesolve: simple constant decay ... ok
mesolve: simple constant decay ... ok
odechecks: monte-carlo ... ok
Spin 1/2 operators ... ok
Spin 3/2 operators ... ok
Spin 2 operators ... ok
Spin 5/2 operators ... ok
Destruction operator ... ok
Creation operator ... ok
Identity operator ... ok
Number operator ... ok
Squeezing operator ... ok
Displacement operator ... ok
parfor ... ok
partial transpose of bipartite systems ... ok
partial transpose: comparing sparse and dense implementations ... ok
partial transpose: randomized tests on tripartite system ... ok
quantum process tomography for snot gate ... ok
quantum process tomography for cnot gate ... ok
Test mesolve qubit, with dissipation ... ok
Test mesolve qubit, no dissipation ... ok
Test essolve qubit, with dissipation ... ok
Test mcsolve qubit, with dissipation ... ok
Test mcsolve qubit, no dissipation ... ok
random Unitary ... ok
random density matrix ... ok
random hermitian ... ok
random ket ... ok
Sparse eigs Hermitian ... ok
Sparse eigs non-Hermitian ... ok
Sparse eigvals only Hermitian. ... ok
Dense eigs Hermitian. ... ok
Dense eigs non-Hermitian ... ok
Dense eigvals only Hermitian ... ok
states: coherent density matrix ... ok
states: Fock density matrix ... ok
states: thermal density matrix ... ok
Steady state: Thermal qubit ... ok
Steady state: Thermal harmonic oscillator ... ok
Superoperator: Conversion matrix to vector to matrix ... ok
Superoperator: Test compability between matrix/vector conversion and ... ok
Superoperator: Conversion between matrix and vector indices ... ok
Superoperator: Conversion vector to matrix to vector ... ok
wigner: test wigner function calculation for coherent states ... ok
wigner: test wigner function calculation for Fock states ... ok
wigner: compare wigner methods for random density matrices ... ok
wigner: compare wigner methods for random state vectors ... ok
----------------------------------------------------------------------
Ran 125 tests in 316.766s
OK
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