I think examples like this over-exaggerate the difficulty in expressing T = 0 and T < 0. If time existed before the Big Bang (as I think it does, but not in our incomplete model), then our mathematics will be able to model it as well. Our mathematics are fine; it's our constants, our distance measurements, and our spatial dimensions that could change. But I believe 2 + 2 will always equal 2, before the Big Bang and afterwards. But whether the speed of light is the same, or whether the Higgs particle would exist, or whether we would have 3 dimensions or 11 or 53, or whether the weak force or λ would be the same is another matter. Mathematics works in all times, in all universes, before Big Bangs and afterwards. It's the constants and properties of those universes that might change, not the underlying mathematics. So I think we can talk about before bangs and whatnot with math, we just can't talk about specific intervals where matter was too dense to model. In other words, we can create mathematical models of cyclical universes that expand, contract, crunch, bounce, and return just fine, but we can't talk about specific moments when the crunch and bounce occur because our Quantum Theory isn't quite there yet. There are far too many physicists working on alternative models of the universe too just write off talk of "before" as nonsense, mathematically or otherwise. The physicists working on this have more experience than most of the posters in this forum (myself included!).