Ilya
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 Jan 28 accepted Does little-o notation imply going into infinity? Jan 28 comment Does little-o notation imply going into infinity? Thanks! This helps. Jan 28 comment Does little-o notation imply going into infinity? What I meant is that not only f(n) >= g(n) for some n, but f(n)=M so that g(n)<=M and g(x)<=M for all x. Jan 28 comment Does little-o notation imply going into infinity? I've updated the question. I hope I'm not too confused. Jan 28 revised Does little-o notation imply going into infinity? added 141 characters in body Jan 28 awarded Editor Jan 28 comment Does little-o notation imply going into infinity? Whoops, I mixed up f and g :) Jan 28 revised Does little-o notation imply going into infinity? whoops Jan 28 asked Does little-o notation imply going into infinity? Mar 11 comment Proving that a formula cannot be proven (has no formal proof) in a given deduction system What does "different semantics" mean for, say, the Hilbert system? For example, will redefining $\to$ to have a different truth table mean "different semantics"? Mar 11 asked Proving that a formula cannot be proven (has no formal proof) in a given deduction system Mar 6 accepted In modal logic, is $\lnot\square P\equiv\lozenge\lnot P$? Mar 6 comment In modal logic, is $\lnot\square P\equiv\lozenge\lnot P$? Yes, $\square P \equiv \neg \lozenge \neg P$ -- which also leads me towards trusting my conclusion. Mar 6 asked In modal logic, is $\lnot\square P\equiv\lozenge\lnot P$? Sep 24 comment Change of Basis Confusion Ok, this has been the clearest, most direct and to-the-point explanation. Thanks! Sep 24 awarded Supporter May 20 awarded Scholar May 20 accepted Incandescent light bulb lifetime - exponential distribution? May 17 awarded Student May 17 asked Incandescent light bulb lifetime - exponential distribution?