def sqrt5_ideal(X):
"""
Return ideal in ring of integers of Q(sqrt(5)) defined by X.
INPUT:
- `X` -- ideal or list or element of F
OUTPUT:
- ideal
EXAMPLES::
sage: from sage.modular.hilbert.sqrt5_tables import F, sqrt5_ideal
sage: sqrt5_ideal(7)
Fractional ideal (7)
sage: sqrt5_ideal(F.0)
Fractional ideal (a)
sage: sqrt5_ideal([F.0, 2])
Fractional ideal (1)
"""
if not is_Ideal(X) or X.ring() != F:
return O_F.ideal(X)
return X
def ideal(X):
if not is_Ideal(X):
return O_F.ideal(X)
return X
def ideal(X):
if not is_Ideal(X):
return O_F.ideal(X)
return X
