The only thing you can do with an integrated AEAD that you can't do with a constructed one (with standard interface and security) is include authenticated and unencrypted context halfway through an encryption.
123 karma · joined September 1, 2019
The only thing you can do with an integrated AEAD that you can't do with a constructed one (with standard interface and security) is include authenticated and unencrypted context halfway through an encryption.
It's still a manufacturing defect, which could be sorted out by paying more for those decks that are to be used in higher stakes games.
SV-COMP tends to propose a huge number of relatively simple tasks, which attracts model checkers and static analysers. Frama-C and VeriFast are functional verification tools. You can use them as static analysers, but there's a barrier to entry in terms of minimal required annotations that might not be present for tools designed for static analysis.
It is slightly less approachable than Frama-C because it uses separation logic, but it's slightly more approachable because it uses symbolic execution, which allows it to display an actual execution trace that causes the failure. (You can then inspect that and decide whether your code or model is wrong.)
That is a pretty big leap from accepted terminology.
In other words, the object on which the existing proofs of uncountability hold and the object constructed in the talk are not necessarily the same object. In fact, the care taken by Bauer in clarifying "the object of Dedekind reals" in stating his main results leads me to believe the topos in which the Dedekind reals are countable is also a topos in which the Dedekind reals are not equivalent to other constructions of the reals.
I'd argue that that set, resulting from carrying out Dedekind cuts in a particular topos, is not in fact the set of real numbers. But I also agree that it means the property of uncountability for the set of real numbers as we understand it in set theoretic terms cannot be proved intuitionistically. And I'm fine with that.
There are plenty of countable sets of real numbers (Q and all its subsets, for one infinity), and the set of all real numbers is not countable, so there is no interpretation of the current submission title that makes sense.
Why would anyone in their right mind choose to put effort into creating original art if there is "one easy trick" to get around copyright by simply turning their art into a model that can be used to churn out things they could have produced?
The fact that your intuition of "these two timestamps are equal" is "these two timestamps denotes the same instant" seems problematic when we know that the notions of timestamps and time are not in fact aligned (because, for example, of leap seconds).
I'm not entirely sure if this is a mistake or if there's a deep hint of an equivalence between masks and (lack of?) transparency; and between goo and salaries.
And thanks for writing this up, by the way. Having people less familiar with formal methods try and write up their experiences is, I think, much more effective at letting people in than having experts try and write tutorials.
On paper: "it's just swaps" Formally: "how do I even specify this?"
(For every value e of the element type original array and the final array have the same number of occurrences of e. Show that that's transitive, and show it's preserved by swap.)
A bridge built for bicycles only to go under is nice, and means not even having to deal with a slope. (But might be more costly than a bicycle tunnel.)
It's still much better for everyone involved to not stick air into your muscle, though.