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- from sympy.assumptions.ask import Q
- from sympy.core.basic import Basic
- from sympy.core.expr import Expr
- from sympy.core.mul import Mul
- from sympy.core.symbol import symbols
- from sympy.logic.boolalg import (And, Or)
- from sympy.assumptions.sathandlers import (ClassFactRegistry, allargs,
- anyarg, exactlyonearg,)
- x, y, z = symbols('x y z')
- def test_class_handler_registry():
- my_handler_registry = ClassFactRegistry()
- # The predicate doesn't matter here, so just pass
- @my_handler_registry.register(Mul)
- def fact1(expr):
- pass
- @my_handler_registry.multiregister(Expr)
- def fact2(expr):
- pass
- assert my_handler_registry[Basic] == (frozenset(), frozenset())
- assert my_handler_registry[Expr] == (frozenset(), frozenset({fact2}))
- assert my_handler_registry[Mul] == (frozenset({fact1}), frozenset({fact2}))
- def test_allargs():
- assert allargs(x, Q.zero(x), x*y) == And(Q.zero(x), Q.zero(y))
- assert allargs(x, Q.positive(x) | Q.negative(x), x*y) == And(Q.positive(x) | Q.negative(x), Q.positive(y) | Q.negative(y))
- def test_anyarg():
- assert anyarg(x, Q.zero(x), x*y) == Or(Q.zero(x), Q.zero(y))
- assert anyarg(x, Q.positive(x) & Q.negative(x), x*y) == \
- Or(Q.positive(x) & Q.negative(x), Q.positive(y) & Q.negative(y))
- def test_exactlyonearg():
- assert exactlyonearg(x, Q.zero(x), x*y) == \
- Or(Q.zero(x) & ~Q.zero(y), Q.zero(y) & ~Q.zero(x))
- assert exactlyonearg(x, Q.zero(x), x*y*z) == \
- Or(Q.zero(x) & ~Q.zero(y) & ~Q.zero(z), Q.zero(y)
- & ~Q.zero(x) & ~Q.zero(z), Q.zero(z) & ~Q.zero(x) & ~Q.zero(y))
- assert exactlyonearg(x, Q.positive(x) | Q.negative(x), x*y) == \
- Or((Q.positive(x) | Q.negative(x)) &
- ~(Q.positive(y) | Q.negative(y)), (Q.positive(y) | Q.negative(y)) &
- ~(Q.positive(x) | Q.negative(x)))
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