Комментарии:
Isn't infinite dimensions of entanglement just the same as communication? (Or is that precisely what this result proves?)
Ответитьmaybe you can recall that there are infinite of the categories
7=NRE,8=XE,9=NXE,10=AE,11=NAE,12=GE,13=NGE,...,Infinity=IE,Inf+1=NIE
I like your funny words magic man
Ответить“So for this next bit, yeah, we’re just gonna give the provers quantum devices.”
“Why?”
“Why not?”
A Not-Halt pseudo-semi-solver: halts if no, goes on if yes.
ОтветитьWhy are you like me to the point where computer science and quantum entanglement are being used at the same time.
ОтветитьWhen a man gets older, program p does halt from time to time.
ОтветитьI cannot watch all your new video in my phone!
Ответитьunderrated indeed!
ОтветитьImagine NRE, things that when verifying, if it is correct, it will stop, but if not, it may run forever. What about stuff outside NRE? Is there anything outside NRE?
ОтветитьThis was hard to understand due to the wall of jargon
ОтветитьIf mip* is in re and the halting problem is in re. Why not solve the halting problem
Ответитьthe malicious provers are really cute
Ответитьhow does the quantum entanglement help them coordinate?
ОтветитьUpon scrutinizing the halting problem theorem, I am convinced of the opposite: HALT \in R. Discussion requested.
ОтветитьHoe what 😭
ОтветитьStill waiting on that short video proving PSPACE contains P.
ОтветитьThat’s a very cute “No” sound!
ОтветитьWhen you refer to the time it takes to return an answer, are you talking about the O number?
ОтветитьWhy are the boolean operators different than || && ! etc ?
ОтветитьI need a solver that can prove I'll understand this some day
Ответить"We class there coxpleity with how much recourses they consume". Asm for ever
Ответитьwhy are nexp and exp the same?
ОтветитьI think I just had a stroke watching this
ОтветитьI can prove a program halts in linear time. Why can't a computer do the same? Is this about programs that require some mathematical fact that's beyond our current understanding of math to prove they halt?
ОтветитьThank you for this fantastic video explaining this topic.
ОтветитьNever did I think I’d see quantum entanglement brought up in a computation theory context
Ответитьto summarize for the dummies, can yes mean no? as long as the definitions remain the same, no. yes cannot mean no. and no, nothing still does not exist.
ОтветитьI just graduated high school having taken nothing past physics 1 and yet I watched this entire thing, understanding maybe a third of it
ОтветитьUnsat verification should only take one more step than the sat verification since all you have to do is invert the output of sat if true output false if false output true same with halt and not halt. Proving something is true proves its not false, proving something is false is proving its not true if you can answer one you have already answered its opposite value.
Coordination is communication...
“The machine will run forever and get stuck.”
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Its quite simple: infinite dimensional entanglement can't be approximated by the finite tensor product model.
I gotta say, you really Frog Fractioned the hell out of this explanation.
no clue what most of these words mean
ОтветитьThis is total intellectual nonsense. " whether a two-player nonlocal game has entangled value 1 or at most 1
2" is no more decidable than the question if pi is a rational number can be decided by using a ruler. ;-)
this channel is amazing
Ответитьastonishingly clear
ОтветитьWhat a time to be alive; this is terrifying that we're able to reason so much about what can be figured
ОтветитьPAL("racecar")=true
ОтветитьPAL(x)=Reverse(x)===x ? "true" : "false"
Ответитьcan't you just invert the outputs?
Ответить