Exemple #1
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 def test_ne(self):
     u, v = [3, -1 + 1j], [2, 1 + 2j]
     v_dif = [2, 1 + 1j]
     self.assertNotEqual(core.RationalFunction(u, v),
                         core.RationalFunction(u, v_dif))
     self.assertNotEqual(core.RationalFunction(u, v),
                         core.RationalFunction(v, u))
Exemple #2
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 def test_neg(self):
     u, v = np.array([3, -1 + 1j]), np.array([2, 1 + 2j])
     self.assertEqual(-core.RationalFunction(u, v),
                      core.RationalFunction(-u, v))
     self.assertEqual(-core.RationalFunction(u, v),
                      core.RationalFunction(u, -v))
Exemple #3
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 def test_pos(self):
     u, v = [3, -1 + 1j], [2, 1 + 2j]
     self.assertEqual(+core.RationalFunction(u, v),
                      core.RationalFunction(u, v))
Exemple #4
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 def test_init(self):
     for u, v in [[[1], [1]], [1, [1]], [[1], 1], [[1, 1], [1]],
                  [[1j + 1], [-1j, 3]], [[3, 3, 3], [1, 1]]]:
         core.RationalFunction(u, v)
Exemple #5
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 def test_eq(self):
     u, v = np.array([3, -1 + 1j]), np.array([2, 1 + 1j])
     self.assertEqual(core.RationalFunction(u, v),
                      core.RationalFunction(u, v))
     self.assertEqual(core.RationalFunction(u, v),
                      core.RationalFunction(-3 * u, -3 * v))
Exemple #6
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 def test_deriv(self):
     u, v = [7, 1], [11, 1]
     self.assertEqual(
         core.RationalFunction(u, v).deriv(),
         core.RationalFunction([4], [11**2, 22, 1]))
Exemple #7
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 def test_repr_str(self):
     u = [-2 + 6j, -7 + 9j, -3 + 3j]
     v = [4 - 4j, 22 + 2j, 6 + 24j]
     str(core.RationalFunction(u, v))
     repr(core.RationalFunction(u, v))
Exemple #8
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 def test_call(self):
     u = [-2 + 6j, -7 + 9j, -3 + 3j]
     v = [4 - 4j, 22 + 2j, 6 + 24j]
     self.assertRelativelyClose(
         core.RationalFunction(u, v)(5 + 13j),
         77855 / 651946 + (193209j) / 1303892)
Exemple #9
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 def test_pow(self):
     u, v = np.array([-1 + 1j, 1]), np.array([1 + 2j, 1])
     r = core.RationalFunction(u, v)
     self.assertEqual(r * r, r**2)
     self.assertEqual(r * r * r, r**3)
     self.assertEqual(r * r * r * r, r**4)
Exemple #10
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    def test_add_sub_mul_div(self):
        v = core.Polynomial([1, 1])
        u1 = core.Polynomial([3, 5, 1])
        u2 = core.Polynomial([1j - 1, 32e-15, 1])
        self.assertEqual(
            core.RationalFunction(u1, v) + core.RationalFunction(u2, v),
            core.RationalFunction(u1 + u2, v))
        self.assertEqual(
            core.RationalFunction(u1, v) - core.RationalFunction(u2, v),
            core.RationalFunction(u1 - u2, v))
        self.assertEqual(
            core.RationalFunction(u1, v) * core.RationalFunction(u2, v),
            core.RationalFunction(u1 * u2, v * v))
        self.assertEqual(
            core.RationalFunction(u1, v) / core.RationalFunction(u2, v),
            core.RationalFunction(u1, u2))

        u1, v1 = [1, 1], [2, 1]
        u2, v2 = [7, 1], [11, 1]
        u3, v3 = [25, 21, 2], [22, 13, 1]
        self.assertEqual(
            core.RationalFunction(u1, v1) + core.RationalFunction(u2, v2),
            core.RationalFunction(u3, v3))
        u3, v3 = [-3, 3], [22, 13, 1]
        self.assertEqual(
            core.RationalFunction(u1, v1) - core.RationalFunction(u2, v2),
            core.RationalFunction(u3, v3))
        u3, v3 = [7, 8, 1], [22, 13, 1]
        self.assertEqual(
            core.RationalFunction(u1, v1) * core.RationalFunction(u2, v2),
            core.RationalFunction(u3, v3))
        u3, v3 = [11, 12, 1], [14, 9, 1]
        self.assertEqual(
            core.RationalFunction(u1, v1) / core.RationalFunction(u2, v2),
            core.RationalFunction(u3, v3))