Use multipledispatch for multiply
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@ -10,6 +10,7 @@
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Multiply MO
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Multiply MO
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"""
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"""
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from multipledispatch import Dispatcher
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from ..tree import Tree
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from ..tree import Tree
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from ..MO.mo import MO, MOnumber, MOstr
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from ..MO.mo import MO, MOnumber, MOstr
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from ..MO.fraction import MOFraction
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from ..MO.fraction import MOFraction
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@ -17,66 +18,42 @@ from ..MO.monomial import MOMonomial
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from .exceptions import MultiplyError
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from .exceptions import MultiplyError
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from .type_filter import args_are
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from .type_filter import args_are
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multiply_doc = """ Multiply MOs
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def multiply(left, right):
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:param left: left MO
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""" Perform the addition of left and right
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:param right: right MO
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:returns: Tree or MO
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:param left: left MO
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"""
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:param right: right MO
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:returns: Tree or MO
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>>> a = MOnumber(4)
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multiply = Dispatcher("multiply", doc=multiply_doc)
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>>> b = MOnumber(6)
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>>> multiply(a, b)
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<MOnumber 24>
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>>> b = MOnumber(0)
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>>> multiply(a, b)
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<MOnumber 0>
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"""
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@multiply.register(MOnumber, MOnumber)
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if left.value == 0 or right.value == 0:
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return MOnumber(0)
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elif left.value == 1:
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return right
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elif right.value == 1:
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return left
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return MULFUNCTIONS[(type(left), type(right))](left, right)
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@args_are(MOnumber, MOnumber)
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def monumber_monumber(left, right):
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def monumber_monumber(left, right):
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""" Multiply 2 monumbers
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""" Simply multiply values
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:param left: left MOnumber
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:param right: right MOnumber
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:returns: MONumber
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>>> a = MOnumber(4)
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>>> a = MOnumber(4)
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>>> b = MOnumber(6)
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>>> b = MOnumber(6)
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>>> monumber_monumber(a, b)
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>>> multiply(a, b)
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<MOnumber 24>
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<MOnumber 24>
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"""
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"""
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return MO.factory(left.value * right.value)
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return MO.factory(left.value * right.value)
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@args_are(MOnumber, MOFraction)
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@multiply.register(MOnumber, MOFraction)
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def monumber_mofraction(left, right):
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def monumber_mofraction(left, right):
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""" Multiply a monumber and a mofraction
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""" Return division Tree with on the numertor MOnumber times numerator of MOFraction
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:param left: a monumber
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:param right: a mofraction
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:returns: Tree with the multiplication on the numerator
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>>> a = MOnumber(4)
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>>> a = MOnumber(4)
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>>> b = MOFraction(6, 5)
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>>> b = MOFraction(6, 5)
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>>> print(monumber_mofraction(a, b))
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>>> print(multiply(a, b))
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/
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/
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> *
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> *
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| > 4
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| > 4
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| > 6
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| > 6
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> 5
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> 5
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>>> b = MOFraction(6, 5, True)
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>>> b = MOFraction(6, 5, True)
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>>> print(monumber_mofraction(a, b))
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>>> print(multiply(a, b))
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/
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/
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> *
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> *
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| > 4
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| > 4
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@ -86,49 +63,32 @@ def monumber_mofraction(left, right):
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> 5
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> 5
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"""
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"""
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if not isinstance(left, MOnumber) or not isinstance(right, MOFraction):
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raise MultiplyError(f"Wrong type for left (got {left.__class__.__name__}) \
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or right (got {right.__class__.__name__})")
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num = Tree("*", left, right.numerator)
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num = Tree("*", left, right.numerator)
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return Tree("/", num, right._denominator)
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return Tree("/", num, right._denominator)
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@args_are(MOFraction, MOnumber)
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@multiply.register(MOFraction, MOnumber)
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def mofraction_monumber(left, right):
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def mofraction_monumber(left, right):
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""" Multiply a monumber and a mofraction
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""" Return division Tree with on the numertor MOnumber times numerator of MOFraction
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:param left: a mofraction
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:param right: a monumber
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:returns: Tree with the number converted into a mofraction
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>>> a = MOFraction(6, 5)
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>>> a = MOFraction(6, 5)
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>>> b = MOnumber(4)
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>>> b = MOnumber(4)
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>>> print(mofraction_monumber(a, b))
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>>> print(multiply(a, b))
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/
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/
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> *
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> *
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| > 6
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| > 6
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| > 4
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| > 4
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> 5
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> 5
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"""
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"""
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if not isinstance(left, MOFraction) or not isinstance(right, MOnumber):
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raise MultiplyError(f"Wrong type for left (got {left.__class__.__name__})"
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f"or right (got {right.__class__.__name__})")
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num = Tree("*", left.numerator, right)
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num = Tree("*", left.numerator, right)
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return Tree("/", num, left._denominator)
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return Tree("/", num, left._denominator)
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@args_are(MOFraction, MOFraction)
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@multiply.register(MOFraction, MOFraction)
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def mofraction_mofraction(left, right):
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def mofraction_mofraction(left, right):
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""" Multiply two mofractions
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""" Multiply two mofractions (numertors together and denominators together)
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:param left: a mofraction
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:param right: a mofraction
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:returns: Tree with a new calculus
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>>> a = MOFraction(1, 5)
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>>> a = MOFraction(1, 5)
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>>> b = MOFraction(4, 5)
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>>> b = MOFraction(4, 5)
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>>> print(mofraction_mofraction(a, b))
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>>> print(multiply(a, b))
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/
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/
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> *
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> *
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| > 1
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| > 1
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@ -137,63 +97,50 @@ def mofraction_mofraction(left, right):
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| > 5
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| > 5
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| > 5
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| > 5
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"""
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"""
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if not isinstance(left, MOFraction) or not isinstance(right, MOFraction):
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raise AddError(f"Wrong type for left (got {left.__class__.__name__})"
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f"or right (got {right.__class__.__name__})")
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num = Tree("*", left.numerator, right.numerator)
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num = Tree("*", left.numerator, right.numerator)
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denom = Tree("*", left.denominator, right.denominator)
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denom = Tree("*", left.denominator, right.denominator)
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return Tree("/", num, denom)
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return Tree("/", num, denom)
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@args_are((MOnumber, MOFraction), MOstr)
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@multiply.register((MOnumber, MOFraction), MOstr)
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def moscalar_mostr(left, right):
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def moscalar_mostr(left, right):
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""" Multiply a scalar with a letter
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""" Multiply a scalar with a letter to create a MOMonomial
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>>> a = MOnumber(2)
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>>> a = MOnumber(2)
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>>> b = MOstr('x')
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>>> b = MOstr('x')
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>>> moscalar_mostr(a, b)
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>>> multiply(a, b)
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<MOMonomial 2x>
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<MOMonomial 2x>
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>>> a = MOFraction(1, 5)
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>>> a = MOFraction(1, 5)
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>>> moscalar_mostr(a, b)
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>>> multiply(a, b)
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<MOMonomial 1 / 5x>
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<MOMonomial 1 / 5x>
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"""
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"""
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return MOMonomial(left, right)
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return MOMonomial(left, right)
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@args_are(MOstr, (MOnumber, MOFraction))
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@multiply.register(MOstr, (MOnumber, MOFraction))
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def mostr_moscalar(left, right):
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def mostr_moscalar(left, right):
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""" Multiply a scalar with a letter
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""" Multiply a scalar with a letter to create a MOMonomial
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>>> a = MOstr('x')
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>>> a = MOstr('x')
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>>> b = MOnumber(2)
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>>> b = MOnumber(2)
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>>> mostr_moscalar(a, b)
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>>> multiply(a, b)
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<MOMonomial 2x>
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<MOMonomial 2x>
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>>> b = MOFraction(1, 5)
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>>> b = MOFraction(1, 5)
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>>> mostr_moscalar(a, b)
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>>> multiply(a, b)
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<MOMonomial 1 / 5x>
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<MOMonomial 1 / 5x>
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"""
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"""
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return MOMonomial(right, left)
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return MOMonomial(right, left)
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@args_are((MOnumber, MOFraction), MOMonomial)
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@multiply.register((MOnumber, MOFraction), MOMonomial)
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def moscalar_monomonial(left, right):
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def moscalar_monomonial(left, right):
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""" Multiply a scalar with a monomial
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""" Multiply a scalar with a monomial
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>>> a = MOnumber(4)
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>>> a = MOnumber(4)
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>>> b = MOMonomial(5, 'x', 3)
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>>> b = MOMonomial(5, 'x', 3)
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# >>> print(moscalar_monomonial(a, b))
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# >>> print(multiply(a, b))
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"""
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"""
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coefficient = Tree('*', left, right._coefficient)
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coefficient = Tree('*', left, right._coefficient)
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return Tree('*', coefficient, MOMonomial(1, right._variable, right._power))
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return Tree('*', coefficient, MOMonomial(1, right._variable, right._power))
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# TODO: Faire un décorateur pour un enregistrement automatique |dim. mars 11 18:24:32 EAT 2018
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MULFUNCTIONS = {
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(MOnumber, MOnumber): monumber_monumber,
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(MOnumber, MOFraction): monumber_mofraction,
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(MOFraction, MOnumber): mofraction_monumber,
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(MOFraction, MOFraction): mofraction_mofraction,
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}
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# -----------------------------
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# -----------------------------
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# Reglages pour 'vim'
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# Reglages pour 'vim'
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# vim:set autoindent expandtab tabstop=4 shiftwidth=4:
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# vim:set autoindent expandtab tabstop=4 shiftwidth=4:
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