P=np

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jstep

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AfternicAfternic
The answer is 17 LOL

I give up after the problem passes 2 pages...
 
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All I can say is... good luck, mate. :lol:
 
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Yeah have fun doing that i got a head ache reading that page you added
 
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Hmmm... i think ill let you do it somehow ;)
 
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WOW, why did I read that entire thing :-/

I found it amusing, but I now understand that P does not equal NP, under this basis,
P/(NP)2 -NP*P/NP-(p)2/P+NP(3) = :p <--- :notme:

Just playin, have fun with it! :blink:
 
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Qwert said:
The answer is 17 LOL

I give up after the problem passes 2 pages...

You gave up after 2 pages? I had to reread the first sentence three times before deciding that manually going through the 1,219,778 domains currently on hold would probably be more productive. :tri:
 
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sorry guys.. but this one is easy (your teachers wrong btw). this was answered many years ago:

.618
aka, the divine Principle (OR the Golden Rule).
 
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LeeRyder said:
sorry guys.. but this one is easy (your teachers wrong btw). this was answered many years ago:

.618
aka, the divine Principle (OR the Golden Rule).

:-/ Uhh right, the anwser isnt a # its either True or False

:tri:
 
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armstrong said:
You gave up after 2 pages? I had to reread the first sentence three times before deciding that manually going through the 1,219,778 domains currently on hold would probably be more productive. :tri:

LOL, I just read it and decided, **** this... I didn't solve anything.
 
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anyone else watch the show numbers?
 
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have you got a link to the english version please :|

I'm glad I work for a living instead of all that education stuff again lol
 
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i wish ;0
 
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Here's Your Answer:

http://kryten.mm.rpi.edu/scb.pnp.solved14.pdf

The Modalized Proof

1 ∃M∀n(M solves STPn in polynomial time) → P=NP definition of NP-completeness
2 p∃A∀n (A solves B(STP)n in polynomial time ∧N(A)) derivable, e.g., by induction and existential
introduction from soapfilm process, i.e., As
3 p∃A∀n (A solves B(STP)n in polynomial time ∧N(A)) →
p∃Mp∀n(Mp solves B(STP)n in polynomial time) digital physics; see below
4 p∃Mp∀n(Mp solves B(STP)n in polynomial time →
∃M∀n(M solves STPn in polynomial time)) unassailable; see justification 3rd ¶
5 P=NP 1–4 (full FOL derivation trivial)
 
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Key word, Modelized proof

Model

THis problem is not solvable, there are mor epossible answers than there are electrons in the universe
 
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