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ENH: unit tests for fast_csr class (#586)
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nonhermitian committed Dec 27, 2016
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# This file is part of QuTiP: Quantum Toolbox in Python.
#
# Copyright (c) 2011 and later, The QuTiP Project.
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###############################################################################
import numpy as np
from numpy.testing import (run_module_suite, assert_,
assert_equal, assert_almost_equal)
import scipy.sparse as sp
from qutip.random_objects import rand_herm
from qutip.fastsparse import fast_csr_matrix


def test_fast_sparse_basic():
"fastsparse: fast_csr_matrix operations"
H = rand_herm(5).data
assert_(isinstance(H, fast_csr_matrix))
Hadd = H + H
assert_(isinstance(Hadd, fast_csr_matrix))
Hsub = H + H
assert_(isinstance(Hsub, fast_csr_matrix))
Hmult = H * H
assert_(isinstance(Hmult, fast_csr_matrix))
Hcopy = H.copy()
assert_(isinstance(Hcopy, fast_csr_matrix))
assert_(isinstance(-1*H, fast_csr_matrix))
assert(isinstance(H/2., fast_csr_matrix))

G = sp.csr_matrix((H.data, H.indices,H.indptr),
copy=True, shape=H.shape)
assert_(not isinstance(G, fast_csr_matrix))
Hadd = H + G
assert_(not isinstance(Hadd, fast_csr_matrix))
Hadd = G + H
assert_(not isinstance(Hadd, fast_csr_matrix))
Hsub = H - G
assert_(not isinstance(Hsub, fast_csr_matrix))
Hsub = G - H
assert_(not isinstance(Hsub, fast_csr_matrix))
Hmult = H*G
assert_(not isinstance(Hmult, fast_csr_matrix))
Hmult = G*H
assert_(not isinstance(Hmult, fast_csr_matrix))

if __name__ == "__main__":
run_module_suite()

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