Tupper's self-referential formula: A formula that plots itself

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The discussion centers around Tupper's self-referential formula, which fascinates participants due to its implications about existence and meaning. One contributor reflects on the philosophical question posed by Stephen Hawking regarding whether a unified theory can bring about its own existence, suggesting that Tupper's formula might exemplify this idea in a two-dimensional context. The conversation also touches on the concept of pi potentially being a normal number, which would imply that it contains all human knowledge encoded within its digits. However, it is noted that pi has not yet been proven to be normal. The tone remains light-hearted, with playful banter among participants.
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Truly amazing..
 
I'm compelled to find meaning in this or some secret to the nature of life... or some such pseudo intellectual crap.
 
heh, if it can reproduce, is it alive? :wink:
 
That's quine cute.
 
I remember Stephen Hawking commenting on the Theory of everything by questioning: "Is the unified theory so compelling that it brings about its own existence?" Atleast on a 2D plane, this equation does.
 
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this has changed my life
 
Nice, but not very deep. Seems a bit like the initially surprising statement that pi (if it proves to be a normal number) contains the total sum of all human knowledge encoded in it digits, including complete video footage of every single humans life, whether dead, living or yet to be born, and interesting stuff like the list of lotto numbers in all times and a very detailed and accurate account of what happened to all your socks that went missing over the years. Its all there, tucked in between some fragments of noise.

[1] http://en.wikipedia.org/wiki/Normal_number
 
Filip Larsen said:
Nice, but not very deep. Seems a bit like the initially surprising statement that pi (if it proves to be a normal number) contains the total sum of all human knowledge encoded in it digits, including complete video footage of every single humans life, whether dead, living or yet to be born, and interesting stuff like the list of lotto numbers in all times and a very detailed and accurate account of what happened to all your socks that went missing over the years. Its all there, tucked in between some fragments of noise.

[1] http://en.wikipedia.org/wiki/Normal_number

To be fair, pi has not yet been proved normal.
 
  • #10
micromass said:
To be fair, pi has not yet been proved normal.
Takes one to know one :-p
 
  • #11
Ryan_m_b said:
Takes one to know one :-p

Boom roasted.
 
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