Are you serious!? I s’pose you must be.
Perry Marshall, your “god’s” own anointed forensic expert on cosmic evidence-gathering ( :
), is at least one of lazy, cerebrally challenged or disingenuous, possibly all three. The first part alone of that article is fraught with errors, omissions, distortions, embellishments and fabrications.
- Like you, he simply neglects the fact that Gödel proved two incompleteness theorems. Nor does he say which one he means or whether he might mean both. Perry Marshall doesn’t know what he’s talking about.
- He writes, “Gödel’s discovery not only applies to mathematics but literally all branches of science, logic and human knowledge.” This is not true. The incompleteness theorems belong to mathematical logic and apply only to so-called “axiomatic formal systems” of a certain minimal complexity. Very little of science falls into that category even though some sciences rely heavily on mathematical tools. Human knowledge is likewise not an axiomatic formal system; if it were, all knowledge would be deducible from a handful of basic axioms. Logic itself is a collection of tools for manipulating concepts, and not itself an axiomatic formal system though it forms part of them. Perry Marshall doesn’t know what he’s talking about.
- He writes, “That high school geometry book is built on Euclid’s five postulates. Everyone knows the postulates are true, but in 2500 years nobody’s figured out a way to prove them.” There’s an enormous difference between a theorem and a postulate (or axiom), one that all mathematicians and logicians are scarily familiar with. Only Euclid’s fifth postulate concerning parallel lines was troublesome and it led to non-Euclidean geometry (Gauss, Lobachevsky, Riemann, Bolyai a.o.) which was essential for General Relativity. Perry Marshall doesn’t know what he’s talking about.
- He writes, “The most brilliant mathematicians in the world (like Bertrand Russell, David Hilbert and Ludwig Wittgenstein)…” Wittgenstein wasn’t a mathematician by any stretch of revisionist history. Russell was primarily a logician, and as such necessarily knowledgeable about the foundations of mathematics to which Gödel’s work is relevant. Perry Marshall doesn’t know what he’s talking about.
Et cetera, and so on. By the time he gets all starry-eyed with fawning adulation about a third of the way in, the knowledgeable reader is about ready to throw up from sugar-coated BS.
'Luthon64