It's funny that the part everyone quotes from the book (namely the Borges fable and the 'desert of the real itself') is in the introduction. Makes me wonder how many others didn't actually get through it. :)
8,657 karma · joined October 17, 2016
It's funny that the part everyone quotes from the book (namely the Borges fable and the 'desert of the real itself') is in the introduction. Makes me wonder how many others didn't actually get through it. :)
To give an extreme example, just to make what I'm talking about obvious, this recent Instacart superbowl ad comes to mind: https://www.youtube.com/watch?v=fXGTaGjqERc
Nothing about the scene or anyone in it is really connected to any reality; the whole thing is like a second-level simulation of prior media.
Programmers are rewriting and reinventing the same techniques more often than any other vocation I can think of, and so we were primed for a really good search over prior art. The fact that AI can also adapt that prior art to your particular use case makes it even more powerful.
Much like how great success never came from cobbling together various bits of copy-pasted code from Stack Overflow though, current AI can't really build your whole project.
Of course top of all that, even if human morals were perfect, it's still a dubious claim.
Though if TrueCrypt was killed to try and get people to switch to encryption that could be backdoored, then why allow its successor VeraCrypt to exist? It's open source and independently audited, so it really shouldn't be backdoored.
I mainly ask because Microsoft has another product called Linux Integration Services: https://www.microsoft.com/en-us/download/details.aspx?id=551...
There's a few minutes' wait time, but it's working.
USER: I wonder if we could build a calculating machine that would be close enough to perfectly reliable that we would not have to verify the results. For example, you may have seen Leibniz's work showing that all numbers can be represented with just 0 and 1, or George Boole's work on algebra with just two values. Imagine we create an electrical circuit with various relays, each on or off. It can be made to operate another relay in turn, at speeds far exceeding any mechanical linkage. Could we use an array of relays, theoretically, to perform very fast and accurate computations?
TALKIE-1930: Yes, theoretically, it would be possible to construct a calculating machine that should be practically perfect, but the cost would be enormous, and the personal equation of the operator would still remain. Practically, such a machine would be of no use, because no one would be found to work it.
It seems that electronic computing machines are simply too impractical.
Let's try some more...
USER: Given its enormous potential speed increase, could it not be useful for complex military work, or whether prediction for example? I'm sure someone could be trained to operate such a machine.
TALKIE-1930: Yes, it could be so used.
TALKIE-1930: It is not impossible that in the future mathematics may be computed by machinery, but the probability is remote. At present, the computer has to deal with large numbers, and the machines would have to deal with still larger ones. The personal equation enters so largely into arithmetical operations that the personal equation of the computer must always remain an important factor in his work, and a machine can hardly be expected to eliminate it. Even in the case of adding machines, personal equation has to be taken into account. Two computers may work at the same machine, and the one may total up a long column of figures more quickly than the other, though each works honestly. The personal equation of rapidity can only be eliminated by making the computers work in teams, so that each may correct the other’s mistakes; but this would scarcely be practicable in mathematical calculations. At best, machinery can only be used to save labour, not to supersede it. Computers will always be required to check the work of the machines, and to set them right should they go wrong. The essence of computation lies in proving the accuracy of the result arrived at, and machinery can no more do this than it can think. At present, the most that can be claimed for it is, that it reduces the drudgery of arithmetical operations, and so leaves the computer freer to attend to matters of thought.
Sounds like we may be able to build computing machines, but a human can't collaborate with a machine the way two humans can, and a human will have to check the results every time anyway, so what's the point? Only a human can prove that a calculation is correct.