@@ -26,7 +26,7 @@ def test_legendre_polynomials():
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p2 = LegendrePolynomial (d )(x2 )
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assert p2 .requires_grad , f"output seems detached from the graph"
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p2 = p2 .detach ().cpu ().numpy ()
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- assert isclose (p2 , p1 ).all (), f"p1 = { p1 } , p2 = { p2 } , delta = { p1 - p2 } , max_delta = { abs ( np .max (p1 - p2 ))} "
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+ assert isclose (p2 , p1 ).all (), f"p1 = { p1 } , p2 = { p2 } , delta = { p1 - p2 } , max_delta = { np .max ( abs (p1 - p2 ))} "
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def test_legendre_basis ():
@@ -42,7 +42,7 @@ def test_legendre_basis():
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assert y2 .requires_grad , f"output seems detached from the graph"
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y2 = y2 .detach ().cpu ().numpy ()
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- assert isclose (y2 , y1 ).all (), f"y1 = { y1 } , y2 = { y2 } , delta = { y1 - y2 } , max_delta = { abs ( np .max (y1 - y2 ))} "
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+ assert isclose (y2 , y1 ).all (), f"y1 = { y1 } , y2 = { y2 } , delta = { y1 - y2 } , max_delta = { np .max ( abs (y1 - y2 ))} "
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def test_zero_order_spherical_harmonics ():
@@ -66,7 +66,7 @@ def test_zero_order_spherical_harmonics():
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assert y2 .requires_grad , f"output seems detached from the graph"
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y2 = y2 .detach ().cpu ().numpy ()
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- assert isclose (y2 , y1 ).all (), f"y1 = { y1 } , y2 = { y2 } , delta = { y1 - y2 } , max_delta = { abs ( np .max (y1 - y2 ))} "
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+ assert isclose (y2 , y1 ).all (), f"y1 = { y1 } , y2 = { y2 } , delta = { y1 - y2 } , max_delta = { np .max ( abs (y1 - y2 ))} "
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def test_zero_order_spherical_harmonics_laplacian ():
@@ -111,4 +111,4 @@ def laplacian1(u, r, theta, phi):
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lap1 = lap1 .detach ().cpu ().numpy ()
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lap2 = lap2 .detach ().cpu ().numpy ()
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assert isclose (lap2 , lap1 ).all (), \
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- f"lap1 = { lap1 } \n lap2 = { lap2 } \n delta = { lap1 - lap2 } \n max_delta = { abs ( np .max (lap1 - lap2 ))} "
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+ f"lap1 = { lap1 } \n lap2 = { lap2 } \n delta = { lap1 - lap2 } \n max_delta = { np .max ( abs (lap1 - lap2 ))} "
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