My point is that physics does not exist in a vacuum. It is built up from observational data found in nature and taken from experiments. If mathematics can't come to complete truth (Godel has proven this), then there is no hope for a theory of everything in something that uses mathematics as its language.
Has a surfer Ph.D. rewritten physics? Maybe.
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Re: Has a surfer Ph.D. rewritten physics? Maybe.
#12Earlier quoted context omitted.
Oh. That made perfect sense. Can you summarize?
From the link: "the overlap between the set of people who know some group theory and those who are (still) interested in giving Lisi’s “Theory of Everything” a passing thought is empty."
Re: Has a surfer Ph.D. rewritten physics? Maybe.
#13I don't remember where I read it, nor the exact wording, but there is a quote that is perfect for this. It went something like this, "Godel proved incompleteness. Anyone who thinks there is a theory of everything laughs in the face of Godel." My point is that physics does not exist in a vacuum. It is built up from observational data found in nature and taken from experiments. If mathematics can't come to complete tru…
Godel showed (and guys tell me if I mess this up) that formal self-consistent systems have both statements that are true that cannot be proven and false statements that cannot disproved. In other words, complete systems are incomplete.
This does not mean that complete systems cannot model reality to a high degree -- there's no reason why a ToE could pop out from some rotation or transmutation of mathematics. It just means there would be parts of it that would be incomplete -- the model itself could have a very high degree of fidelity.
When applied to higher math and physics, this is another way of saying "you don't know what you don't know" ie, the models can work perfectly across all observation space and still be true to Godel.
Re: Has a surfer Ph.D. rewritten physics? Maybe.
#14I don't remember where I read it, nor the exact wording, but there is a quote that is perfect for this. It went something like this, "Godel proved incompleteness. Anyone who thinks there is a theory of everything laughs in the face of Godel." My point is that physics does not exist in a vacuum. It is built up from observational data found in nature and taken from experiments. If mathematics can't come to complete tru…
Re: Has a surfer Ph.D. rewritten physics? Maybe.
#15"I don't see it as a finished theory," he says of Lisi's formulation. "I see it as some mathematical observations and then a proposal."
Re: Has a surfer Ph.D. rewritten physics? Maybe.
#16I don't remember where I read it, nor the exact wording, but there is a quote that is perfect for this. It went something like this, "Godel proved incompleteness. Anyone who thinks there is a theory of everything laughs in the face of Godel." My point is that physics does not exist in a vacuum. It is built up from observational data found in nature and taken from experiments. If mathematics can't come to complete tru…
That's complete nonsense. There's nothing about Godel's theorem that says the physical rules of the universe can't be described. You're babbling religiously.
Re: Has a surfer Ph.D. rewritten physics? Maybe.
#17I'm not entirely keen on the hubbub refered to(the articles on Lisi from about this time last year?) Here is another article I read the other day, probably pretty similar, but it wasn't bad http://www.newyorker.com/reporting/2008/07/21/080721fa_fact_...
Re: Has a surfer Ph.D. rewritten physics? Maybe.
#18Earlier quoted context omitted.
That's complete nonsense. There's nothing about Godel's theorem that says the physical rules of the universe can't be described. You're babbling religiously.
Check out the following entry on Wikipedia related to Godel's Incompleteness Theorem and the Theory of Everything http://en.wikipedia.org/wiki/Theory_of_everything
Re: Has a surfer Ph.D. rewritten physics? Maybe.
#19Re: Has a surfer Ph.D. rewritten physics? Maybe.
#20Earlier quoted context omitted.
Check out the following entry on Wikipedia related to Godel's Incompleteness Theorem and the Theory of Everything http://en.wikipedia.org/wiki/Theory_of_everything
What about it? All Godel's incompleteness theorem says is that there will be open questions about a universe describable by finitely many rules. The laws of physics don't need to provide answers to questions about whether computers in its universe will halt or whether planetary systems are stable.
Your sentence "All Godel's incompleteness theorems says is that there will be open questions about a universe describable by finitely many rules" shows right there that there cannot be a theory of everything. How can you have a theory of everything yet still have open questions? That means that you have not answered everything.