How to pronounce“Hilbert”in English

Hilbert's Hotel, it violates Euclid's principle.

hilbert's three later set of problems he called it um as an effective way of of of getting answers and and hilbert

of Hilbert's Hotel becomes kind of clear.

it's just exactly the same as Hilbert's train again, because every fraction consists of two integers: the numerator and the denominator.

when I teach Hilbert's Hotel in class, I always demand that the students provide, you know, the explanation of- of how to do it.

a set is countable if it fits into Hilbert's Hotel, 'cause Hilbert's Hotel basically is the set of natural numbers in terms of the room numbers.

bit earlier with Hilbert's program.

month earlier insuring disproved hilbert's one of these three hypotheses the other two had been already been disproved by godel so turing set out to

geometry and Hilbert's geometry was like a complete system, although recently we've discovered there's a few holes in that, but for the most part it's

But one can go on with Hilbert's Hotel, for example.

sense what uh google and turing discovered in response to hilbert's call so there are no infinities there are no

familiar with this metaphor this is Hilbert's the Hilbert hotel.

And so we have an infinity of infinities of the train passengers together with the current occupants of the hotel, and everybody on the train wants to check in to Hilbert's Hotel.

going to talk about countable sets, then I would suggest that we talk about Hilbert's Hotel, which really makes that idea perfectly clear.

equinumerous with a set of natural numbers is just the same thing as to fit into Hilbert's Hotel.

arrives, and Hilbert's train has infinitely many train cars...

falsity of any proposition is not a feasible goal this was hilbert's project as i understand it and

- Yeah, let's talk about Hilbert's Hotel.

more elements in terms of its size because it's still just a countable infinity and it fits into Hilbert's Hotel.

That was just a thought experiment he uses to solve one of Hilbert's mathematical questions about whether all problems are

The Burj Khalifa's in-room TV gets an infinity of channels, evidently cross-wired from the cable feed for Hilbert's hotel.

And a kind of easy way to understand what that's saying in terms of Hilbert's Hotel is that

So there's another way to push this a bit harder, and that is when Hilbert's train

provably unprovable um but I think you can often get an approximate solution you know the the hbert you know you know Hilbert's problems like we will know we

So Hilbert's Hotel has a

But on the following weekend, a giant bus pulled up, Hilbert's bus. And Hilbert's bus has, of course,

And when I talk about Hilbert's Hotel,

And on Hilbert's way of thinking about this, a proof is basically itself a finitistic kind of object.