1,909 karma · joined June 5, 2018
Are you sure university labs are really able to to this? If so how come only a few companies like tsmc and that one Dutch company are able to manufacture microchips? Or are those two completely different things and I'm just confusing myself?
I thought about something like this before, but its non-trivial to train an image recognition system to do this, let alone the commands to mimic it through hardware, its quite an engineering feat in itself.
Yes, that was sort of why I thought RL guided fuzzing could work, and possibly better. Also, for things like XSS fuzzing (which I have a little experience in), it is possible for an experienced attacker to intelligibly guide the fuzzing to a payload, which theoretically could be mimicked through RL.
There wasn't really anything novel in the proposal, it was just for a graduate cyber-security course, and one of the deliverables was a project proposal for something related. There were already some existing works that time (around 2-3 years ago) where people tried combining RL with fuzzing, and I just mish-mashed some ideas together so I could hand in something.
My main concern at the time however was that with fuzzing the positive signal would be so rare compared to the negative signal, since most randomly fuzzed inputs would just return the same negative feedback. I wasn't sure that would be enough signal to train an RL system. I'm not quite sure what new progress has been made in the field since then.
I read a bit of The Fabric of Reality but had trouble progressing too far with that one. The author talks about the quantum slit experiment, somehow arrives at the explanation of parallel universes, and then claims anyone who disagrees with this conclusion must have faulty logic. A huge chunk of reasoning behind parallel universes seems to be skipped and I have trouble taking it seriously every time it is brought up.
Maybe the original author benanne could give his insight.
I see, that does sound pretty different
With quantum mechanics it's just infinity in the opposite direction, going infinitely small. My very pedestrian understanding is that the field of quantum mechanics came about because people were having trouble explaining the behavior of atomic particles, particularly electrons, using newtonian mechanics, and quantum mechanics were able to explain everything in a more comprehensive framework. At first I always found the idea that electrons are 'nowhere' until they are observed very mysterious, but it made a lot more sense when I understood that probability densities are involved in qm equations. There's usually a similar source of confusion when we move from "probabilities" of discrete distrubutions, which is quite easy to understand, to probability densities, which can be done by taking limit of number of possible states to infinity, and where you can get "probabilities" larger than one.
Some of the books I've read recently touch upon things like quantum mechanics and black-holes and that kind of stuff.
As a decently technical person but with no formal training in physics, can I generally interpret the study of things like black-holes and quantum physics as the idea of understanding how the physical world behaves as we take limit towards zero or infinity? Is that a correct way to think about it?
For example, I've studied probability and statistics somewhat formally in undergrad. The idea that electrons taken on a distribution and are technically "nowhere" until they are observed (schrodingers cat) sounds just like the description of a continuous variable, or alternatively where you take limit on a discrete variable such that it approaches a continuous distribution. The probability of the variable being any value is technically 0 but its state can be observed. It's hard to "truly" comprehend in a realistic since but its what allows us to build statistical models of things