(self, other, **opts)
return SubQuotientModule(self.gens,
                self.container.quotient_module(other), **opts)
Return a quotient module.

        This is the same as taking a submodule of a quotient of the containing
        module.

        >>> from sympy.abc import x
        >>> from sympy import QQ
        >>> F = QQ.old_poly_ring(x).free_module(2)
        >>> S1 = F.submodule([x, 1])
        >>> S2 = F.submodule([x**2, x])
        >>> S1.quotient_module(S2)
        <[x, 1] + <[x**2, x]>>

        Or more coincisely, using the overloaded division operator:

        >>> F.submodule([x, 1]) / [(x**2, x)]
        <[x, 1] + <[x**2, x]>>
Return a quotient module.
Return a quotient module .
def quotient_module(self, other, **opts):
        """
        Return a quotient module.

        This is the same as taking a submodule of a quotient of the containing
        module.

        >>> from sympy.abc import x
        >>> from sympy import QQ
        >>> F = QQ.old_poly_ring(x).free_module(2)
        >>> S1 = F.submodule([x, 1])
        >>> S2 = F.submodule([x**2, x])
        >>> S1.quotient_module(S2)
        <[x, 1] + <[x**2, x]>>

        Or more coincisely, using the overloaded division operator:

        >>> F.submodule([x, 1]) / [(x**2, x)]
        <[x, 1] + <[x**2, x]>>
        """
        if not self.is_submodule(other):
            raise ValueError('%s not a submodule of %s' % (other, self))
        return SubQuotientModule(self.gens,
                self.container.quotient_module(other), **opts)
def quotient_module ( self , other , * * opts ) : if not self . is_submodule ( other ) : raise ValueError ( '%s not a submodule of %s' % ( other , self ) ) return SubQuotientModule ( self . gens , self . container . quotient_module ( other ) , * * opts )