(self)
return (self.norm == 1.0)
Returns true if the Wavefunction is properly normalized

        Examples
        ========

            >>> from sympy import symbols, pi
            >>> from sympy.functions import sqrt, sin
            >>> from sympy.physics.quantum.state import Wavefunction
            >>> x, L = symbols('x,L', positive=True)
            >>> n = symbols('n', integer=True, positive=True)
            >>> g = sqrt(2/L)*sin(n*pi*x/L)
            >>> f = Wavefunction(g, (x, 0, L))
            >>> f.is_normalized
            True
Returns true if the Wavefunction is properly normalized
Returns true if the Wavefunction is properly normalized
def is_normalized(self):
        """
        Returns true if the Wavefunction is properly normalized

        Examples
        ========

            >>> from sympy import symbols, pi
            >>> from sympy.functions import sqrt, sin
            >>> from sympy.physics.quantum.state import Wavefunction
            >>> x, L = symbols('x,L', positive=True)
            >>> n = symbols('n', integer=True, positive=True)
            >>> g = sqrt(2/L)*sin(n*pi*x/L)
            >>> f = Wavefunction(g, (x, 0, L))
            >>> f.is_normalized
            True

        """

        return (self.norm == 1.0)
def is_normalized ( self ) : return ( self . norm == 1.0 )