<font color="yellow">Did you take into consideration that something unobservable can be detected through the behavior of the systems around it. This method of discovering is how we detected Neptune's presence in the solar system before we could even see it. We studied it's effect on the planets and celestial objects around it. The same goes for black holes, dark matter, The core of stars, gravity, universal expansion, the curvature of the universe, etc.</font><br /><br />Right, so these are all things that interact in some way with matter that we can observe directly, so they have observational effects (e.g. they make the stars in galaxies orbit faster than you'd expect, or they cause Uranus to move across the sky in an unexpected manner) - that is why we can infer their existence. The point about a system exactly at absolute zero temperature was that it couldn't interact with anything, so it couldn't have any observational effects. The reason is that its energy would have to be defined with absolute precision for it to be at absolute zero temperature, but that means that the uncertainty in time for the system would have to be infinite (Heisenberg's uncertainty principle). If that system interacted with anything, in any way (even via gravity), ever, then it would have a finite uncertainty in time and hence could not have zero uncertainty in energy. This doesn't mean you can't get arbitrarily close to absolute zero (I think the point regarding Zeno's paradox is a good one). This is different from black holes, dark matter, or even dark energy for which you can infer their existence by their gravitational interaction with the rest of the world. <br /><br />If true absolute zero were ever actually obtained (how you would tell is a bit of a mystery to me since you couldn't interact with the material to measure its temperature), that would mean that quantum mechanics is wrong at some level. That's certainly possible, but I think it would be quite surprising <div class="Discussion_UserSignature"> </div>