Update test_battery.py
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@ -3,14 +3,34 @@ import itertools
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load('aplK.py')
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load("minimalModel_parallel.py")
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#S = simplicial_complexes.K3Surface()
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#S.set_immutable()
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#cochainComplex = S.chain_complex(base_ring=QQ).dual()
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#A = AlgebraAplK(S)
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"""
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S = simplicial_complexes.K3Surface()
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S.set_immutable()
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cochainComplex = S.chain_complex(base_ring=QQ).dual()
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A = AlgebraAplK(S)
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"""
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#smodel = load("sullivan_model_K3_deg3.sobj")
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#smorphism = load("model_morphism_K3_deg3.sobj")
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######### TEST PRIMITIVE BASIS APLn
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"""
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s = SimplicialAlgebraplN(2)
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s.inject_variables()
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p = (t0+t1)**2*y1*y2
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p = p.reduce()
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q0 = p.propagate([1,2,3],3).reduce()
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q2 = p.propagate([0,1,3],3).reduce()
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dq0 = q0.differential().reduce()
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dq2 = q2.differential().reduce()
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S = simplicial_complexes.Sphere(4)
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A = AlgebraAplK(S)
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n = A.null_element(A)
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dq0_pbasis = dq0._get_primitive_basis()
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dq0_face_basis = n._face_basis(dq0_pbasis,0)
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dq2_pbasis = dq2._get_primitive_basis()
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dq2_face_basis = n._face_basis(dq2_pbasis,2)
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"""
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######### TEST INTEGRAND/INTEGRAL APLn
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"""
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@ -32,25 +52,25 @@ print("Test finished")
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"""
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######### TEST SOLVE PRIMITIVE WITH RANDOM COCHAINS
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"""
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S = simplicial_complexes.Sphere(4)
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#S = simplicial_complexes.K3Surface()
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#S = simplicial_complexes.Sphere(4)
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S = simplicial_complexes.K3Surface()
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S.set_immutable()
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A = AlgebraAplK(S)
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cochainComplex = S.chain_complex(base_ring=QQ).dual()
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N = 4
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N = 1
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for dim in range(1,4):
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for r in range(N):
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print("Working on dimension ", dim, flush=True)
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v = random_vector(QQ, len(S.n_cells(dim)))
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print("Lifting random cochain", flush=True)
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a = A.lift_cochain(A.vector_to_cochain(v,dim))
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print("Checking Apl(K) structure", flush=True)
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a.check()
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#print("Checking Apl(K) structure", flush=True)
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#a.check()
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#if a.check():
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# print("lift ok", flush=True)
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da = a.differential()
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print("Checking Apl(K) structure of the differential", flush=True)
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da.check()
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#print("Checking Apl(K) structure of the differential", flush=True)
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#da.check()
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#if da.check():
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# print("da ok", flush=True)
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#p_basis = da._get_primitive_basis()
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@ -71,6 +91,10 @@ for dim in range(1,4):
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else:
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print("OK", flush=True)
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print("Test finished", flush=True)
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"""
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######### TEST SOLVE PRIMITIVE WITH RANDOM COCHAINS (PARALLEL TEST)
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"""
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def zip_with_constants(a, b, c, l):
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return [(a, b, c, i) for i in l]
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@ -80,12 +104,12 @@ def check_solve_primitive(A, dim, Diff, v):
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#print("Lift random cochain to Apl(K)", flush=True)
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a = A.lift_cochain(A.vector_to_cochain(v,dim))
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#print("Checking Apl(K) structure of the random element ", flush=True)
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a.check()
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#a.check()
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#print(a.check(), flush=True)
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da = a.differential()
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b = da.solve_primitive()
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print("Checking Apl(K) structure of the primitive element ", flush=True)
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b.check()
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#print("Checking Apl(K) structure of the primitive element ", flush=True)
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#b.check()
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print("Checking b.differential()==da ", flush=True)
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equal = b.differential()==da
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if not equal:
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@ -103,7 +127,7 @@ S = simplicial_complexes.K3Surface()
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S.set_immutable()
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A = AlgebraAplK(S)
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cochainComplex = S.chain_complex(base_ring=QQ).dual()
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N = 96
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N = 24
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for dim in range(1,4):
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Diff = cochainComplex.differential(dim)
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random_cochains = [random_vector(QQ, len(S.n_cells(dim))) for i in range(N)]
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@ -112,14 +136,28 @@ for dim in range(1,4):
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results = [i[1] for i in check_solve_primitive(data)]
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print("Test finished", flush=True)
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######### RUN MINIMAL MODEL ALGORITHM
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"""
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######### RUN MINIMAL MODEL ALGORITHM
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#S = simplicial_complexes.Torus()
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#T = simplicial_complexes.Sphere(1)
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#S = T.join(S)
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#S.set_immutable()
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S = simplicial_complexes.K3Surface()
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S.set_immutable()
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#cochainComplex = S.chain_complex(base_ring=QQ).dual()
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#A = AlgebraAplK(S)
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[sullivan_model, model_morphism, cohomology_correspondence] = minimal_model(S, max_depth=12000, max_dim=3)
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print(sullivan_model, flush=True)
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save(sullivan_model, "sullivan_model_K3_deg3")
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save(model_morphism,"model_morphism_K3_deg3")
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save(cohomology_correspondence,"cohomology_correspondence_K3_deg3")
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"""
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print("Test finished", flush=True)
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######### TEST APLK STRUCTURE
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"""
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@parallel(ncpus=Integer(24))
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