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- from src.rules.numerics import match_divide_numerics, divide_numerics, \
- add_numerics
- from src.possibilities import Possibility as P
- from src.node import ExpressionLeaf as L
- from tests.rulestestcase import RulesTestCase
- from tests.test_rules_poly import tree
- class TestRulesNumerics(RulesTestCase):
- def test_match_divide_numerics(self):
- # FIXME: Parser does not recognize floats
- #a, b, i2, i3, i6, f1, f2, f3 = tree('a,b,2,3,6,1.0,2.0,3.0')
- a, b, i2, i3, i6 = tree('a,b,2,3,6')
- f1, f2, f3 = L(1.0), L(2.0), L(3.0)
- root = i6 / i2
- possibilities = match_divide_numerics(root)
- self.assertEqualPos(possibilities,
- [P(root, divide_numerics, (6, 2))])
- root = i3 / i2
- possibilities = match_divide_numerics(root)
- self.assertEqualPos(possibilities, [])
- root = f3 / i2
- possibilities = match_divide_numerics(root)
- self.assertEqualPos(possibilities,
- [P(root, divide_numerics, (3.0, 2))])
- root = i3 / f2
- possibilities = match_divide_numerics(root)
- self.assertEqualPos(possibilities,
- [P(root, divide_numerics, (3, 2.0))])
- root = f3 / f2
- possibilities = match_divide_numerics(root)
- self.assertEqualPos(possibilities,
- [P(root, divide_numerics, (3.0, 2.0))])
- root = i3 / f1
- possibilities = match_divide_numerics(root)
- self.assertEqualPos(possibilities,
- [P(root, divide_numerics, (3, 1))])
- root = a / b
- possibilities = match_divide_numerics(root)
- self.assertEqualPos(possibilities, [])
- def test_divide_numerics(self):
- # FIXME: Parser does not recognize floats
- #i2, i3, i6, f2, f3 = tree('2,3,6,2.0,3.0')
- i2, i3, i6 = tree('2,3,6')
- f2, f3 = L(2.0), L(3.0)
- self.assertEqual(divide_numerics(i6 / i2, (6, 2)), 3)
- self.assertEqual(divide_numerics(f3 / i2, (3.0, 2)), 1.5)
- self.assertEqual(divide_numerics(i3 / f2, (3, 2.0)), 1.5)
- self.assertEqual(divide_numerics(f3 / f2, (3.0, 2.0)), 1.5)
- def test_add_numerics(self):
- l0, a, l1 = tree('1,a,2')
- self.assertEqual(add_numerics(l0 + l1, (l0, l1, 1, 2)), 3)
- self.assertEqual(add_numerics(l0 + a + l1, (l0, l1, 1, 2)), L(3) + a)
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