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- from src.rules.numerics import match_add_numerics, add_numerics, \
- match_divide_numerics, divide_numerics, reduce_fraction_constants, \
- match_multiply_numerics, multiply_numerics, multiply_zero, \
- multiply_one, raise_numerics
- from src.node import ExpressionLeaf as L, Scope
- from src.possibilities import Possibility as P
- from tests.rulestestcase import RulesTestCase, tree
- class TestRulesNumerics(RulesTestCase):
- def test_match_add_numerics(self):
- l1, l2 = root = tree('1 + 2')
- possibilities = match_add_numerics(root)
- self.assertEqualPos(possibilities,
- [P(root, add_numerics, (Scope(root), l1, l2))])
- (l1, b), l2 = root = tree('1 + b + 2')
- possibilities = match_add_numerics(root)
- self.assertEqualPos(possibilities,
- [P(root, add_numerics, (Scope(root), l1, l2))])
- def test_add_numerics(self):
- l1, l2 = root = tree('1 + 2')
- self.assertEqual(add_numerics(root, (Scope(root), l1, l2)), 3)
- (l1, a), l2 = root = tree('1 + a + 2')
- self.assertEqual(add_numerics(root, (Scope(root), l1, l2)), L(3) + a)
- def test_add_numerics_negations(self):
- ml1, l2 = root = tree('-1 + 2')
- self.assertEqual(add_numerics(root, (Scope(root), ml1, l2)), 1)
- l1, ml2 = root = tree('1 - 2')
- self.assertEqual(add_numerics(root, (Scope(root), l1, ml2)), -1)
- def test_match_divide_numerics(self):
- a, b, i2, i3, i4, i6, f1, f2, f3 = tree('a,b,2,3,4,6,1.0,2.0,3.0')
- root = i6 / i2
- possibilities = match_divide_numerics(root)
- self.assertEqualPos(possibilities, [P(root, divide_numerics)])
- root = -i6 / i2
- self.assertEqualPos(match_divide_numerics(root), [])
- root = i6 / -i2
- self.assertEqualPos(match_divide_numerics(root), [])
- root = i2 / i4
- self.assertEqualPos(match_divide_numerics(root),
- [P(root, reduce_fraction_constants, (2,))])
- root = f3 / i2
- self.assertEqualPos(match_divide_numerics(root),
- [P(root, divide_numerics)])
- root = i3 / f2
- self.assertEqualPos(match_divide_numerics(root),
- [P(root, divide_numerics)])
- root = f3 / f2
- self.assertEqualPos(match_divide_numerics(root),
- [P(root, divide_numerics)])
- root = i3 / f1
- self.assertEqualPos(match_divide_numerics(root),
- [P(root, divide_numerics)])
- root = a / b
- self.assertEqualPos(match_divide_numerics(root), [])
- def test_divide_numerics(self):
- i2, i3, i6, f2, f3 = tree('2,3,6,2.0,3.0')
- self.assertEqual(divide_numerics(i6 / i2, ()), 3)
- self.assertEqual(divide_numerics(f3 / i2, ()), 1.5)
- self.assertEqual(divide_numerics(i3 / f2, ()), 1.5)
- self.assertEqual(divide_numerics(f3 / f2, ()), 1.5)
- self.assertEqual(divide_numerics(-(i6 / i2), ()), -i3)
- def test_reduce_fraction_constants(self):
- l1, l2 = tree('1,2')
- self.assertEqual(reduce_fraction_constants(l2 / 4, (2,)), l1 / l2)
- #def test_fraction_to_int_fraction(self):
- # l1, l4 = tree('1,4')
- # self.assertEqual(fraction_to_int_fraction(l4 / 3, (1, 1, 3)),
- # l1 + l1 / 3)
- def test_match_multiply_numerics(self):
- i2, i3, i6, f2, f3, f6 = tree('2,3,6,2.0,3.0,6.0')
- root = i3 * i2
- self.assertEqual(match_multiply_numerics(root),
- [P(root, multiply_numerics, (Scope(root), i3, i2))])
- root = f3 * i2
- self.assertEqual(match_multiply_numerics(root),
- [P(root, multiply_numerics, (Scope(root), f3, i2))])
- root = i3 * f2
- self.assertEqual(match_multiply_numerics(root),
- [P(root, multiply_numerics, (Scope(root), i3, f2))])
- root = f3 * f2
- self.assertEqual(match_multiply_numerics(root),
- [P(root, multiply_numerics, (Scope(root), f3, f2))])
- def test_match_multiply_zero(self):
- l0, x = root = tree('0x')
- self.assertEqual(match_multiply_numerics(root),
- [P(root, multiply_zero, (l0,))])
- def test_match_multiply_one(self):
- l1, x = root = tree('1x')
- self.assertEqual(match_multiply_numerics(root),
- [P(root, multiply_one, (Scope(root), l1))])
- (x, l1), x = root = tree('x * 1x')
- self.assertEqual(match_multiply_numerics(root),
- [P(root, multiply_one, (Scope(root), l1))])
- def test_multiply_numerics(self):
- a, b, i2, i3, i6, f2, f3, f6 = tree('a,b,2,3,6,2.0,3.0,6.0')
- i3, i2 = root = tree('3 * 2')
- self.assertEqual(multiply_numerics(root, (Scope(root), i3, i2)), 6)
- f3, i2 = root = tree('3.0 * 2')
- self.assertEqual(multiply_numerics(root, (Scope(root), f3, i2)), 6.0)
- i3, f2 = root = tree('3 * 2.0')
- self.assertEqual(multiply_numerics(root, (Scope(root), i3, f2)), 6.0)
- f3, f2 = root = tree('3.0 * 2.0')
- self.assertEqual(multiply_numerics(root, (Scope(root), f3, f2)), 6.0)
- ((a, i3), i2), b = root = tree('a * 3 * 2 * b')
- self.assertEqualNodes(multiply_numerics(root,
- (Scope(root), i3, i2)), a * 6 * b)
- def test_multiply_numerics_negation(self):
- l1_neg, l2 = root = tree('-1 * 2')
- self.assertEqualNodes(multiply_numerics(root, (Scope(root), l1_neg,
- l2)), -l2)
- root, l6 = tree('1 + -2 * 3,6')
- l1, mul = root
- l2_neg, l3 = mul
- self.assertEqualNodes(multiply_numerics(mul, (Scope(mul),
- l2_neg, l3)), -l6)
- root, l30 = tree('-5 * x ^ 2 - -15x - 5 * 6,30')
- rest, mul = root
- l5_neg, l6 = mul
- self.assertEqualNodes(multiply_numerics(mul, (Scope(mul),
- l5_neg, l6)), -l30)
- def test_raise_numerics(self):
- l1, l2 = root = tree('2 ^ 3')
- self.assertEqualNodes(raise_numerics(root, (l1, l2, 0)), L(8))
- l1_neg, l2 = root = tree('(-2) ^ 2')
- self.assertEqualNodes(raise_numerics(root, (l1_neg, l2, 0)), --L(4))
- l1_neg, l2 = root = tree('(-2) ^ 3')
- self.assertEqualNodes(raise_numerics(root, (l1_neg, l2, 0)), ---L(8))
- l1_neg, l2 = root = tree('-((-2) ^ 3)')
- self.assertEqualNodes(raise_numerics(root, (l1_neg, l2, 1)), ----L(8))
- l1_neg, l2 = root = tree('-(2 ^ 3)')
- self.assertEqualNodes(raise_numerics(root, (l1_neg, l2, 1)), -L(8))
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