Big Omega notation, written as \(\bigomega{g(n)}\), indicates an worst-case asymptotic lower bound. While \(2n^2\) is in \(\bigomega{1}\), it’s preferred to be as precise as possible and state the lowest valid case: \(2n^2 = \bigomega{n^2}\).

Big Omega notation, written as \(\bigomega{g(n)}\), indicates an worst-case asymptotic lower bound. While \(2n^2\) is in \(\bigomega{1}\), it’s preferred to be as precise as possible and state the lowest valid case: \(2n^2 = \bigomega{n^2}\).