Esempio n. 1
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    def test_random(self):
        test_f = 0
        size = 20
        domain = ["0", "1", "2", "3"]
        properties = ["P0", "P1", "P2", "P3"]
        binary_rels = ["R0", "R1", "R2", "R3"]
              
        form = fol.OpenFormula(domain, "P0(x)", ["x"])
        feature = FeatureFormIndicatorType(form)
        label_fn = lambda d : feature.compute(d)[test_f]
        d = gram.fol.data.DataSet.make_random(size, domain, properties, binary_rels, label_fn)

        for i in range(size):
            f = d.get_data()[i].get_model().evaluate(form.get_form(), feature.get_token(test_f).get_closed_form().get_g())
            l = d.get_data()[i].get_label()
            self.assertEqual(f, l)

        self.assertEqual(len(d.get_data()), size)

        form1 = fol.OpenFormula(domain, "P1(x)", ["x"])
        feature1 = FeatureFormIndicatorType(form1)

        F = feat.FeatureSet()
        F.add_feature_type(feature1)

        fmat = feat.DataFeatureMatrix(d, F)
        fmat.extend([feature])
        mat = fmat.get_matrix()
        for i in range(size):
            self.assertEqual(mat[i][feature1.get_size() + test_f], d.get_data()[i].get_label())
Esempio n. 2
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    def test_ops(self):
        np.random.seed(2)

        domain = ["0", "1", "2", "3"]
        properties = ["P0", "P1"]
        binary_rels = []

        form1 = fol.OpenFormula(domain, "P0(x)", ["x"])
        form2 = fol.OpenFormula(domain, "P1(y)", ["y"])
        c12 = form1.conjoin(form2)

        print form1.orthogonize(form2).get_exp()
        print form1.conjoin(form2, orthogonize=True).get_exp()
        print form1.conjoin(form2, orthogonize=False).get_exp()

        model = fol.RelationalModel.make_random(domain, properties,
                                                binary_rels)
        s1 = form1.satisfiers(model)
        s2 = form2.satisfiers(model)
        s12 = c12.satisfiers(model)

        print "Model:"
        print model._model
        print "P0(x)"
        print s1
        print "P1(y)"
        print s2
        print "P0(x) & P1(y)"
        print s12
Esempio n. 3
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 def p_2_fn(cf):
     ofs = []
     for var in cf.get_g():
         ofs.append(
             fol.OpenFormula(domain,
                             "P2(" + var + ")", [var],
                             init_g=nltk.Assignment(
                                 domain, [(var, cf.get_g()[var])])))
     return ofs
Esempio n. 4
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 def disj_fn(cf1, cf2):
     cf2_o = cf2.orthogonize(cf1)
     new_g = cf2_o.get_g().copy()
     new_g.update(cf1.get_g())
     return [
         fol.OpenFormula(domain,
                         str(cf1.get_exp() | cf2_o.get_exp()),
                         new_g.keys(),
                         init_g=new_g)
     ]
Esempio n. 5
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 def exist_fn(cf):
     ofs = []
     for var in cf.get_g():
         new_g = cf.get_g().copy()
         del new_g[var]
         ofs.append(
             fol.OpenFormula(domain,
                             "exists " + var + "." + cf.get_form(),
                             new_g.keys(),
                             init_g=new_g))
     return ofs
Esempio n. 6
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    def _make_atom_conjuncts(self, molecule_domain, includeHs):
        props = chem.ATOMIC_PROPERTIES_NOH
        if includeHs:
            props = chem.ATOMIC_PROPERTIES

        atom_conjs = [
            fol.OpenFormula(molecule_domain, prop + "(x)", ["x"])
            for prop in props
        ]

        return [atom_conjs]
Esempio n. 7
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    def _make_bond_conjuncts(self, molecule_domain, atomic_relations,
                             includeHs):
        props = chem.ATOMIC_PROPERTIES_NOH
        if includeHs:
            props = chem.ATOMIC_PROPERTIES

        atom_x_conjs = [
            fol.OpenFormula(molecule_domain, prop + "(x)", ["x"])
            for prop in props
        ]
        atom_y_conjs = [
            fol.OpenFormula(molecule_domain, prop + "(y)", ["y"])
            for prop in props
        ]
        bond_xy_conjs = [
            fol.OpenFormula(molecule_domain, bond + "(x,y)", ["x", "y"])
            for bond in atomic_relations
        ]

        return [atom_x_conjs, bond_xy_conjs, atom_y_conjs]
Esempio n. 8
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    def _test_model(self, model_type, eta_0, evaluate):
        print "Starting test..."
        data_size = 3000
        properties_n = 5
        domain = ["0", "1", "2"]

        properties = []
        F_full = feat.FeatureSet()
        F_relevant = feat.FeatureSet()
        F_0 = feat.FeatureSet()
        w = []
        R = rule.RuleSet()

        feature = FeatureTopType()
        F_full.add_feature_type(feature)
        F_relevant.add_feature_type(feature)
        F_0.add_feature_type(feature)
        w.append(-1.0)

        for i in range(properties_n):
            prop = "P" + str(i)
            properties.append(prop)

            form = fol.OpenFormula(domain, prop + "(x)", ["x"])
            feature = FeatureFormIndicatorType(form)
            F_full.add_feature_type(feature)

            token_relevant = feature.get_token(0)
            form_relevant = fol.OpenFormula(
                domain,
                prop + "(x)", ["x"],
                init_g=token_relevant.get_closed_form().get_g())
            feature_relevant = FeatureFormIndicatorType(form_relevant)
            F_relevant.add_feature_type(feature_relevant)

            if i == 0:
                F_0.add_feature_type(feature)
            else:

                def p_fn(cf, i=i):
                    ofs = []
                    for var in cf.get_g():
                        ofs.append(
                            fol.OpenFormula(domain,
                                            "P" + str(i) + "(" + var + ")",
                                            [var],
                                            init_g=nltk.Assignment(
                                                domain,
                                                [(var, cf.get_g()[var])])))
                    return ofs

                cf = fol.ClosedFormula("P" + str(i - 1) + "(x)",
                                       nltk.Assignment(domain, []))
                rP = UnaryRule(cf, p_fn)
                R.add_unary_rule(rP)

            w.append(.1 * 2.0**i)

        model_true = model_linear.PredictionModel.make(model_type,
                                                       F=F_relevant,
                                                       w=np.array(w))
        label_fn = lambda d: model_true.predict(d)
        D = gram.fol.data.DataSet.make_random(data_size, domain, properties,
                                              [], label_fn)

        D_parts = D.split([0.8, 0.1, 0.1])
        D_train = D_parts[0]
        D_dev = D_parts[1]

        eval_dev = evaluate.for_data(D_dev)

        modell1 = model_linear.PredictionModel.make(model_type)
        l1_hist = modell1.train_l1(D,
                                   F_full,
                                   iterations=140001,
                                   C=16.0,
                                   eta_0=eta_0,
                                   alpha=0.8,
                                   evaluation_fn=eval_dev)

        modell1_g = model_linear.PredictionModel.make(model_type)
        l1_g_hist = modell1_g.train_l1_g(D,
                                         F_0,
                                         R,
                                         t=0.04,
                                         iterations=140001,
                                         C=8.0,
                                         eta_0=eta_0,
                                         alpha=0.8,
                                         evaluation_fn=eval_dev)

        print "True model"
        print str(model_true)

        print "l1 model"
        print str(modell1)

        print "l1-g model"
        print str(modell1_g)

        print "l1 histories"
        self._print_table(l1_hist, "losses")
        self._print_table(l1_hist, "l1s")
        self._print_table(l1_hist, "nzs")
        self._print_table(l1_hist, "vals")

        print "l1-g histories"
        self._print_table(l1_g_hist, "losses")
        self._print_table(l1_g_hist, "l1s")
        self._print_table(l1_g_hist, "nzs")
        self._print_table(l1_g_hist, "vals")
Esempio n. 9
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    def test_rules(self):
        domain = ["0", "1", "2"]
        properties = ["P0", "P1", "P2", "P3"]
        binary_rels = ["R0", "R1", "R2", "R3"]

        F = feat.FeatureSet()

        form0 = fol.OpenFormula(domain, "P0(x)", ["x"])
        feature0 = FeatureFormIndicatorType(form0)
        F.add_feature_type(feature0)

        form1 = fol.OpenFormula(domain, "P1(x)", ["x"])
        feature1 = FeatureFormIndicatorType(form1)
        F.add_feature_type(feature1)

        form2 = fol.OpenFormula(domain, "P2(x)", ["x"])
        feature2 = FeatureFormIndicatorType(form2)
        #F.add_feature_type(feature2)

        rs = rule.RuleSet()

        # Binary rule conjunction
        def conj_fn(cf1, cf2):
            cf2_o = cf2.orthogonize(cf1)
            new_g = cf2_o.get_g().copy()
            new_g.update(cf1.get_g())
            return [
                fol.OpenFormula(domain,
                                str(cf1.get_exp() & cf2_o.get_exp()),
                                new_g.keys(),
                                init_g=new_g)
            ]

        rConj = BinaryRule(None, None, conj_fn)
        rs.add_binary_rule(rConj)

        # Test conjunction
        F_tokens = [F.get_feature_token(i) for i in range(F.get_size())]
        for i in range(len(F_tokens)):
            self.assertTrue(F_tokens[i] is not None)

        output_forms = rs.apply(F_tokens)
        self.assertEquals(len(output_forms),
                          len(F_tokens) * (len(F_tokens) - 1))

        # Binary rule specific disjunction
        def disj_fn(cf1, cf2):
            cf2_o = cf2.orthogonize(cf1)
            new_g = cf2_o.get_g().copy()
            new_g.update(cf1.get_g())
            return [
                fol.OpenFormula(domain,
                                str(cf1.get_exp() | cf2_o.get_exp()),
                                new_g.keys(),
                                init_g=new_g)
            ]

        cf0 = fol.ClosedFormula(form0.get_form(), nltk.Assignment(domain, []))
        rDisj0 = BinaryRule(cf0, cf0, disj_fn)
        rs.add_binary_rule(rDisj0)

        output_forms = rs.apply(F_tokens)
        self.assertEquals(
            len(output_forms),
            len(F_tokens) * (len(F_tokens) - 1) + len(domain) *
            (len(domain) - 1))

        # Unary rule introduce existential
        # Introducing exists through a string is probably the wrong way to do this
        def exist_fn(cf):
            ofs = []
            for var in cf.get_g():
                new_g = cf.get_g().copy()
                del new_g[var]
                ofs.append(
                    fol.OpenFormula(domain,
                                    "exists " + var + "." + cf.get_form(),
                                    new_g.keys(),
                                    init_g=new_g))
            return ofs

        rExistI = UnaryRule(None, exist_fn)
        rs.add_unary_rule(rExistI)

        # FIXME Maybe do later: Unary rule remove existential

        # Unary rule 0 => 2
        def p_2_fn(cf):
            ofs = []
            for var in cf.get_g():
                ofs.append(
                    fol.OpenFormula(domain,
                                    "P2(" + var + ")", [var],
                                    init_g=nltk.Assignment(
                                        domain, [(var, cf.get_g()[var])])))
            return ofs

        rP0_2 = UnaryRule(cf0, p_2_fn)
        rs.add_unary_rule(rP0_2)

        output_forms = rs.apply(F_tokens)
        for i in range(len(output_forms)):
            self.assertTrue(output_forms[i] is not None)