If you are a developer wanting to create the ultimate FGH calculator, or a user hoping to locate one, here is the blueprint.
Do you know of a high-quality FGH calculator? If not, consider contributing to an open-source project. The next step in understanding infinity starts with a single recursion.
def fund_w(alpha, n): if alpha == 'ω': return n return alpha
def fundamental_sequence(alpha, n): """Return alpha[n] for limit ordinal alpha.""" if isinstance(alpha, int): return alpha - 1 if alpha > 0 else 0 if alpha == 'w': # ω return n if isinstance(alpha, tuple): # Simplified: only handle ω^a * b + c pass raise ValueError("Unsupported ordinal")
If you are a developer wanting to create the ultimate FGH calculator, or a user hoping to locate one, here is the blueprint.
Do you know of a high-quality FGH calculator? If not, consider contributing to an open-source project. The next step in understanding infinity starts with a single recursion.
def fund_w(alpha, n): if alpha == 'ω': return n return alpha
def fundamental_sequence(alpha, n): """Return alpha[n] for limit ordinal alpha.""" if isinstance(alpha, int): return alpha - 1 if alpha > 0 else 0 if alpha == 'w': # ω return n if isinstance(alpha, tuple): # Simplified: only handle ω^a * b + c pass raise ValueError("Unsupported ordinal")
