Is the time complexity of the empty algorithm O(0)?

Question

So given the following program:

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Is the time complexity of this program O(0)? In other words, is 0 O(0)?

I thought answering this in a separate question

Answer 1

Several answers say that the complexity is O(1) because the time is a constant and the time is bounded by the product of some coefficient and 1. Well, it is true that the time is a constant and it is bounded that way, but that doesn't mean that the best answer is O(1).

Consider an algorithm that runs in linear time. It is ordinarily designated as O(n) but let's play devil's advocate. The time is bounded by the product of some coefficient and n^2. If we consider O(n^2) to be a set, the set of all algorithms whose complexity is small enough, then linear algorithms are in that set. But it doesn't mean that the best answer is O(n^2).

The empty algorithm is in O(n^2) and in O(n) and in O(1) and in O(0). I vote for O(0).