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Will we ever know for sure if P=NP or not?

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Will we ever know for sure if P=NP or not?
>>
If someone proves it yes, otherwise no
>>
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We know for sure that [math]P \neq NP[/math]. No-one just has not proved it yet.
>>
>>8442985
>Will we ever know for sure if P=NP or not?
Maybe.
>>
>>8442990

I thought it's VERY LIKE that P != NP but we don't know for sure how to prove that.
>>
>>8443171
Well it's a 50-50 shot. Either P=NP or it doesn't
>>
>>443176
This
>>
NP = P
P = 0, N can be anything

if P != 0
N = 1
>>
>>8442990

Nope. Donald Knuth believes [math]P = NP[/math] and he's the guy who invented the TeX you used to claim the opposite.

>Don Knuth: As you say, I've come to believe that P=NP, namely that there does exist an integer M and an algorithm A that will solve every n-bit problem belonging to the class NP in n^M elementary steps.
>>
>>8443196
>>Don Knuth: As you say, I've come to believe that P=NP, namely that P = NP.

Isn't that what he said there.
>>
>>8443201

No, it isn't.
>>
>>8443204
Yes, it is.
>>
>>8443207
No.
>>
>>8442989
Wrong. It is possible to prove that complexity classes are not equal. For instance, P is a proper subset of EXPTIME.

>>8442990
Wrong.
>>
>>8443201

>clarifies meaning of a symbolic statement with different words
>HURR HE SAID THE SAME THING TWICE

Is it autism?
>>
>>8442985
>go to university
>learn shit like P=NP and the Riemann hypothesis are unsolved
>these people are supposed to teach me
>can't even solve the shit they're supposed to teach
I dropped out the same day and became a successful business man instead.
Thread posts: 16
Thread images: 2


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