human
Solve the following python programming problem given the following code:
@ property 
def is_hermitian(self) : 
    'Checks if the matrix is Hermitian.

        In a Hermitian matrix element i,j is the complex conjugate of
        element j,i.

        Examples
        ========

        >>> from sympy.matrices import SparseMatrix
        >>> from sympy import I
        >>> from sympy.abc import x
        >>> a = SparseMatrix([[1, I], [-I, 1]])
        >>> a
        Matrix([
        [1, I],
        [-I, 1]])
        >>> a.is_hermitian
        True
        >>> a[0, 0] = 2*I
        >>> a.is_hermitian
        False
        >>> a[0, 0] = x
        >>> a.is_hermitian
        >>> a[0, 1] = a[1, 0]*I
        >>> a.is_hermitian
        False
        ' 
    def cond() : 
        d = self._smat 
        (yield self.is_square) 
        if (len (d) <= self.rows) : 
            (yield fuzzy_and ((d [(i, i)].is_real for (i, j) in d if (i == j)))) 
else : 
            (yield fuzzy_and ((d [(i, i)].is_real for i in range (self.rows) if ((i, i) in d)))) 
(yield fuzzy_and ((((self [(i, j)] - self [(j, i)].conjugate ()).is_zero if ((j, i) in d) else False) for (i, j) in d))) 
return fuzzy_and ((cond for i in cond ())) 

    
    

    Fix the buggy line: return fuzzy_and ((cond for i in cond ()))
assistant
#Here is Python code to fix the buggy line: return fuzzy_and ((cond for i in cond ()))
.

return fuzzy_and ((i for i in cond ()))