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author | mathieu <mathieu.carriere3@gmail.com> | 2020-02-13 15:33:22 -0500 |
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committer | mathieu <mathieu.carriere3@gmail.com> | 2020-02-13 15:33:22 -0500 |
commit | 2f2db197a38e45ac4fe01dec0c029171c251029b (patch) | |
tree | 5c6522af65647afeb2f7e5e4b0c2858ee2352679 /src/python/test | |
parent | d21640a16113a3c56389efcb060b3430af9f256d (diff) | |
parent | bed30b19e57669c0b8ad385f1124586ed3499a2d (diff) |
Merge branch 'master' of https://github.com/GUDHI/gudhi-devel into wasserstein_representations
Diffstat (limited to 'src/python/test')
-rwxr-xr-x | src/python/test/test_wasserstein_distance.py | 61 |
1 files changed, 43 insertions, 18 deletions
diff --git a/src/python/test/test_wasserstein_distance.py b/src/python/test/test_wasserstein_distance.py index 43dda77e..6a6b217b 100755 --- a/src/python/test/test_wasserstein_distance.py +++ b/src/python/test/test_wasserstein_distance.py @@ -1,6 +1,6 @@ """ This file is part of the Gudhi Library - https://gudhi.inria.fr/ - which is released under MIT. See file LICENSE or go to https://gudhi.inria.fr/licensing/ for full license details. - Author(s): Theo Lacombe + Author(s): Theo Lacombe, Marc Glisse Copyright (C) 2019 Inria @@ -8,41 +8,66 @@ - YYYY/MM Author: Description of the modification """ -from gudhi.wasserstein import wasserstein_distance +from gudhi.wasserstein import wasserstein_distance as pot +from gudhi.hera import wasserstein_distance as hera import numpy as np +import pytest __author__ = "Theo Lacombe" __copyright__ = "Copyright (C) 2019 Inria" __license__ = "MIT" - -def test_basic_wasserstein(): +def _basic_wasserstein(wasserstein_distance, delta, test_infinity=True): diag1 = np.array([[2.7, 3.7], [9.6, 14.0], [34.2, 34.974]]) diag2 = np.array([[2.8, 4.45], [9.5, 14.1]]) diag3 = np.array([[0, 2], [4, 6]]) diag4 = np.array([[0, 3], [4, 8]]) - emptydiag = np.array([[]]) + emptydiag = np.array([]) + + # We just need to handle positive numbers here + def approx(x): + return pytest.approx(x, rel=delta) assert wasserstein_distance(emptydiag, emptydiag, internal_p=2., order=1.) == 0. assert wasserstein_distance(emptydiag, emptydiag, internal_p=np.inf, order=1.) == 0. assert wasserstein_distance(emptydiag, emptydiag, internal_p=np.inf, order=2.) == 0. assert wasserstein_distance(emptydiag, emptydiag, internal_p=2., order=2.) == 0. - assert wasserstein_distance(diag3, emptydiag, internal_p=np.inf, order=1.) == 2. - assert wasserstein_distance(diag3, emptydiag, internal_p=1., order=1.) == 4. + assert wasserstein_distance(diag3, emptydiag, internal_p=np.inf, order=1.) == approx(2.) + assert wasserstein_distance(diag3, emptydiag, internal_p=1., order=1.) == approx(4.) + + assert wasserstein_distance(diag4, emptydiag, internal_p=1., order=2.) == approx(5.) # thank you Pythagorician triplets + assert wasserstein_distance(diag4, emptydiag, internal_p=np.inf, order=2.) == approx(2.5) + assert wasserstein_distance(diag4, emptydiag, internal_p=2., order=2.) == approx(3.5355339059327378) + + assert wasserstein_distance(diag1, diag2, internal_p=2., order=1.) == approx(1.4453593023967701) + assert wasserstein_distance(diag1, diag2, internal_p=2.35, order=1.74) == approx(0.9772734057168739) + + assert wasserstein_distance(diag1, emptydiag, internal_p=2.35, order=1.7863) == approx(3.141592214572228) + + assert wasserstein_distance(diag3, diag4, internal_p=1., order=1.) == approx(3.) + assert wasserstein_distance(diag3, diag4, internal_p=np.inf, order=1.) == approx(3.) # no diag matching here + assert wasserstein_distance(diag3, diag4, internal_p=np.inf, order=2.) == approx(np.sqrt(5)) + assert wasserstein_distance(diag3, diag4, internal_p=1., order=2.) == approx(np.sqrt(5)) + assert wasserstein_distance(diag3, diag4, internal_p=4.5, order=2.) == approx(np.sqrt(5)) + + if(not test_infinity): + return - assert wasserstein_distance(diag4, emptydiag, internal_p=1., order=2.) == 5. # thank you Pythagorician triplets - assert wasserstein_distance(diag4, emptydiag, internal_p=np.inf, order=2.) == 2.5 - assert wasserstein_distance(diag4, emptydiag, internal_p=2., order=2.) == 3.5355339059327378 + diag5 = np.array([[0, 3], [4, np.inf]]) + diag6 = np.array([[7, 8], [4, 6], [3, np.inf]]) - assert wasserstein_distance(diag1, diag2, internal_p=2., order=1.) == 1.4453593023967701 - assert wasserstein_distance(diag1, diag2, internal_p=2.35, order=1.74) == 0.9772734057168739 + assert wasserstein_distance(diag4, diag5) == np.inf + assert wasserstein_distance(diag5, diag6, order=1, internal_p=np.inf) == approx(4.) - assert wasserstein_distance(diag1, emptydiag, internal_p=2.35, order=1.7863) == 3.141592214572228 +def hera_wrap(delta): + def fun(*kargs,**kwargs): + return hera(*kargs,**kwargs,delta=delta) + return fun - assert wasserstein_distance(diag3, diag4, internal_p=1., order=1.) == 3. - assert wasserstein_distance(diag3, diag4, internal_p=np.inf, order=1.) == 3. # no diag matching here - assert wasserstein_distance(diag3, diag4, internal_p=np.inf, order=2.) == np.sqrt(5) - assert wasserstein_distance(diag3, diag4, internal_p=1., order=2.) == np.sqrt(5) - assert wasserstein_distance(diag3, diag4, internal_p=4.5, order=2.) == np.sqrt(5) +def test_wasserstein_distance_pot(): + _basic_wasserstein(pot, 1e-15, test_infinity=False) +def test_wasserstein_distance_hera(): + _basic_wasserstein(hera_wrap(1e-12), 1e-12) + _basic_wasserstein(hera_wrap(.1), .1) |