simplified and tested
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@ -112,11 +112,8 @@ class Rotation:
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B = 2.0 * np.dot(self.quaternion[1:],other)
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C = 2.0 * _P*self.quaternion[0]
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return np.array([
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A*other[0] + B*self.quaternion[1] + C*(self.quaternion[2]*other[2] - self.quaternion[3]*other[1]),
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A*other[1] + B*self.quaternion[2] + C*(self.quaternion[3]*other[0] - self.quaternion[1]*other[2]),
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A*other[2] + B*self.quaternion[3] + C*(self.quaternion[1]*other[1] - self.quaternion[2]*other[0]),
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])
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return A*other + B*self.quaternion[1:] + C * np.cross(self.quaternion[1:],other)
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elif other.shape == (3,3,): # rotate a single (3x3)-matrix
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return np.dot(self.asMatrix(),np.dot(other,self.asMatrix().T))
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elif other.shape == (3,3,3,3,):
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@ -300,3 +300,10 @@ class TestRotation:
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f = Rotation._get_pyramid_order(a,'forward')
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b = Rotation._get_pyramid_order(a,'backward')
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assert np.all(np.take_along_axis(np.take_along_axis(a,f,-1),b,-1) == a)
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@pytest.mark.parametrize('x',[np.random.rand(3),
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np.random.rand(3,3)])
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def test_rotation_identity(self,x):
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R = Rotation()
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assert np.allclose(x,R*x)
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