ThePirateBay is not sticking ads in BitTorrented Video shows and movies no matter how little you pay
HN user
psygnisfive
Beka Valentine; trans dyke and general hacker bitch.
Contact the Electronic Frontier Foundation. This is literally what they do. I don't know if they'll take up the case, but talk to them.
Security vulnerability finding is almost certainly the wrong target for Semmle
CVE-2019-5876
CVE-2019-16230
CVE-2019-16231
CVE-2019-16232
CVE-2019-16233
CVE-2019-16234
CVE-2019-15026
CVE-2019-14192
CVE-2019-14193
CVE-2019-14194
CVE-2019-14195
CVE-2019-14196
CVE-2019-14197
CVE-2019-14198
CVE-2019-14199
CVE-2019-14200
CVE-2019-14201
CVE-2019-14202
CVE-2019-14203
CVE-2019-14204
CVE-2019-14437
CVE-2019-14438
CVE-2019-14438
CVE-2019-14498
CVE-2019-14535
CVE-2019-14534
CVE-2019-14533
CVE-2019-14776
CVE-2019-14778
CVE-2019-14779
CVE-2019-14777
CVE-2019-14970
CVE-2019-15119
CVE-2019-14524
CVE-2019-14523
CVE-2019-7307
CVE-2019-11476
CVE-2019-13115
CVE-2019-3570
CVE-2019-13110
CVE-2019-13112
CVE-2019-13113
CVE-2019-13108
CVE-2019-13109
CVE-2019-13111
CVE-2019-13114
CVE-2019-3560
CVE-2019-9721
CVE-2019-9718
CVE-2019-9717
CVE-2019-9720
CVE-2019-9719
CVE-2018-20222
CVE-2019-3828
CVE-2019-6986
CVE-2019-5414
CVE-2018-4460
CVE-2018-16491
CVE-2018-16489
CVE-2018-16490
CVE-2018-19476
CVE-2018-19477
CVE-2018-19475
CVE-2018-19134
CVE-2018-16472
CVE-2018-18820
CVE-2018-4407
CVE-2018-16487
CVE-2018-4259
CVE-2018-4286
CVE-2018-4287
CVE-2018-4288
CVE-2018-4291
CVE-2019-5413
CVE-2018-16461
CVE-2018-16469
CVE-2018-16486
CVE-2018-16460
CVE-2018-16492
CVE-2018-11776
CVE-2018-8018
CVE-2018-8294
CVE-2018-4249
CVE-2018-8013
CVE-2018-5388
CVE-2018-1295
CVE-2018-4136
CVE-2018-4160
CVE-2018-1000140
CVE-2017-15692
CVE-2017-15693
CVE-2017-13904
CVE-2017-15089
CVE-2018-6834
CVE-2018-6835
CVE-2017-15713
CVE-2017-12634
CVE-2017-13782
CVE-2017-7545
CVE-2017-14949
CVE-2017-14868
CVE-2017-8046
CVE-2017-8045
CVE-2017-9805
CVE-2017-1000207
CVE-2017-1000208
CVE-2017-12612
CVE-2017-0141
mm.. perhaps I'm just not familiar enough with prolog, but I don't think it's possible to extract out a set of Prolog-level metavariables and compute over them? This is what's necesary to turn something like `_G947 -> _G947` into `forall a. a -> a`. but probably I just don't know enough. cool if you can, tho!
I'd also recommend Practical Foundations for Programming Languages (PFPL). And a bunch of other things, which I outlined here:
So You Want To Learn Type Theory (http://purelytheoretical.com/sywtltt.html)
Indeed! Tho this is only half the problem, because `T` there includes metavariables, so it's not a type but rather a schema at the meta-level for types. What we'd like is something like `forall a b c. (b -> c) -> (a -> b) -> a -> c` so that composition can be used at arbitrary choices of the types. So like, while we can use this composition function at any particular place we need composition, we can't define `compose` to have this type because the first use site will force the metavars to have a particular value and then we get a nasty global monomorphism. We need to explicitly have metavariables in the language itself, rather than at the metalevel of doing the synthesis/checking.
Ahh, well! That's a trickier problem! You need a bidirectional system that has unification for metavariables, and then some system for handling unsolved metavars. But to do that requires a more complicated set up. The goal of the post was to introduce the core ideas and show that it's relatively simple to do decent chunks of this stuff. :)
It was also front page on HN at the beginning of 2015 ;)
Yeah, we're cross posting from my blog to the official IOHK blog, too. The first post only just got up on IOHK :p
Oh! Was Murray Shanahan's lab involved with this? Cool. I've chatted with Murray a very tiny bit on twitter about this all. That paper is part of what inspired me to write this blog post, because I was dissatisfied with the approach they propose.
It felt to me like they had found a way to restrict "symbolic" data to a very narrow domain where issues like hierarchical structure was totally absent, and vectorial representation was therefore quite straight forward, and I wanted to figure out an alternative. Instead of restricting the kinds of symbolic data involved, do the full spectrum. I had the symbolic vector idea in my head for about two years as an answer to the representation problem, but I hadn't seen what the right answer was to the other aspects, at least not clearly. But that paper motivated me to start thinking about it again, and this time I saw the answer. :)
That's correct, yes. Cycles don't affect subgraph counts. There's still only finitely many.
Reading a graph back can't be done with any certainty, nor is it intended to be done. It's a representation that's intended to be used to build inputs to ML systems, not outputs. Building symbolic outputs should be done via the other techniques mentioned in the blog post (eg. structural editing), that way you can take advantage of notions of correctness inherent in the symbolic representation.
Regarding handling lossiness, it's not clear to what extent it needs to be handled, but the `k` mentioned in the definition of symbolic vectors is a parameter, and the larger `k` is, the less lossy the representation.
Oh! Thanks for pointing this out. The whole site is hand maintained, and I routinely forget to put stuff up there. :)
I think to some extent it disappeared, to some extent it rebranded. But mostly it disappeared, because commercial motivations pushed a lot of money towards machine learning research. But that's just a hunch.
Grammar inference is a very interesting (tho quite different) topic. We have absolutely no idea how humans do it, and we know that its really really hard (nearly impossible!) to do given just raw text. Super interesting topic!
It's a very small unification, and a big, eye-catching claim.
Besides, I said "aims", not "succeeds"! :)
I certainly don't think this is The Big Solution, tho. It's far more mundane. Unifying the techniques is nice, but all that means is that we don't have to think about GOFAI and ML as fundamentally distinct. It doesn't mean that any truly deep problems have been solved, just that there's now a reasonably reliable way to use both that isn't just "simultaneous" but rather "fused".
I know of no other work like this, unfortunately.
But I would caution against saying this is a Vector Symbolic Architecture; the representations are, as far as I know, quite distinct.
Heyo. Author here.
It depends on what you mean by that. It assumes a fixed set of node labels, but not node identities, since we're counting subgraphs. So for instance, multiple distinct nodes labeled `X` or edges labeled `Y` will contribute to the same count, despite having distinct nodes involved.
The general idea here is that you can calculate not only whether or not a string matches a regex, but if it doesn't match, precisely by how much (in the minimal case).
Buy instant(ish) noodles from an asian grocery. They often have lots of great variety and are cheap and healthier than the ramen you'll usually get in big chain groceries. In fact, but as much as you can from asian groceries, they tend to be super cheap and need your business more than big chains do.
Gosh, people are really interested in this suddenly, huh? Well, I can answer any questions people may have! :)
I'd caution the reader that this post is about purely functional, type theoretically defined languages. I haven't yet generalized to languages with implicit effects (tho I suspect it's possible). Explicit, type-defined effects via free monad-like setups are entirely possible with this, however.
As CHC says below, "dynamic" typing is no different. It's just a deferment of wrongth, not a lack of it.
But if I were to take a staunch SPJian-McBridian position, I would say this attitude arises from really useless type systems.
A good type system is EITHER capable of letting you say as little as necessary, and only telling you when something is messed up (like Haskell or ML, which have type inference and therefore don't require you to write types) OR is capable of letting you say what you mean, and then doing a lot of work for you.
This is the wonderful benefit of dependent types: you can say enough about your intention that you stop fighting the type checker, and actually get the type checker to do work for you.
This is really something that hasn't percolated into the mainstream of programming yet, but is slowing creeping into Haskell with typed holes, but in dependently typed languages like Agda or Epigram, types can be expressive enough that your editor can write half the program for you just because the type you wrote has only one program as its inhabitant.
McBride likes to describe it as, Dependent Types warp code space so that the direction we want to travel is "down", and all we have to do is let ourselves fall.
As an example, here's a demonstration of some simple (but exemplary) interaction with Agda. If we define this type:
data Vec (A : Set) : Nat -> Set where
Nil : Vec A 0
Cons : forall {n} -> A -> Vec A n -> Vec A (1 + n)
where `Nat` is the type of natural numbers and `Vec` is the type of lists indexed by their length, then we might be inclined to write this function: append : forall {A m n} -> Vec A m -> Vec A n -> Vec A (m + n)
append xs ys = {! !}0
where the `{! !}0` is a portion of the program that hasn't yet been defined, called a hole. We can put the cursor in the hole (hole 0) and ask the editor to do a case split on `xs` with `Control-c Control-c x`, and the program will change to be append : forall {A m n} -> Vec A m -> Vec A n -> Vec A (m + n)
append Nil ys = {! !}0
append (Cons x xs) ys = {! !}1
if we put the cursor in hole 0, we can hit `Control-c Control-a` (a for agsy, or auto) and itll fill in the hole with the solution `ys`, and if we do the same in hole 1, itll fill in `Cons x (append xs ys)`.The type of the function we're defining is enough that agda can actually find the definition with almost no help from us.
Not knuckle wrapping here :)
I wonder if this is a reanalysis of initial clipping. English lets you do some pretty aggressive deletion of initial segments of an utterance, and in many many cases that ends up being just a pronoun.. hmm
When Bob says that it's restrictive, what he means is simply that you cannot say more. Which is true -- you can't express things when your only type is "something". You're allowed to saying nothing, and that's it. And that's pretty darn restrictive!
I put together this little blog post showing how bitwise logic operators secretly have Sierpinski Triangles lurking in them. They also have other interesting patterns too, if you use different operators.
Another post in my series on parsing malformed input. I think of all the ways of doing this, this approach works best, especially because you can pre-compute a lot of it.
I wrote a blog post sort of explaining it all http://www.languagengine.co/blog/you-must-be-nuts/
The bulk of it will be in the cloud. Aside from letting me make improvements that then get reflected in all apps LE is embedded in without updates to them, it also lets developers add new vocabulary and conversation patterns that they missed before, so that they can actually make their app's AI better without users having to update.
There are also interesting possibilities of cross-pollinating apps, so that as more developers use LE, its out-of-the-box capabilities grow. There's no reason, for instance, that developers should be re-inventing the wheel each time someone builds an app or a robot or whatever. Imagine if every human was born with the cumulative knowledge and skills of all previous humans. Now imagine you can do that with AI.
Speech processing is a secondary issue. Others are working on it, and it's basically a solved problem for the most part.
I don't know about SQL's natural language support, so I won't comment.
As for languages, the technology is independent of particular languages, so you can in principle add modules for, say, core Mandarin vocabulary, and then write your apps for Mandarin. I only speak English, however, so I can only add core vocab for that. :\