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)
Langan is an American autodidact whose IQ has (been reported by various media sources to have) been measured at between 195 and 210. Typical fare for less serious news outlets, Langan, who has been called “the smartest man in America”, rose to prominence in while working as a bouncer on Long Island. He subsequently developed his own “theory of the relationship between mind and reality” (note the curious formulation) which he calls the “Cognitive-Theoretic Model of the Universe (CTMU)” (the fact that CTMU had a Wikipedia entry was
cited by John Farrell as an example of Wikipedia’s untrustworthiness). Langan has been quoted as saying that "you cannot describe the universe completely with any accuracy unless you're willing to admit that it's both physical and mental in nature" and that his CTMU "explains the connection between mind and reality, therefore the presence of cognition and universe in the same phrase". He also claims that "you can prove the existence of God, the soul and an afterlife, using mathematics."
I guess most readers see where this is going. Langan apparently dropped out of university because he was too smart. Gladwell reports that while his work on the CTMU is profound (i.e. “can-be-understood-by-perhaps-only-a-handful-of-people” profound, a.k.a. “it-both-is-and-is-not” Buddhist profound), “without academic credentials, he despairs of ever getting published in a scholarly journal”. Uh-oh. Apparently Gladwell is unfamiliar with the peer review process. CTMU seems, by the way, to be just a mixture of Berkeley’s idealism with some woo-processed, half-baked physics and complete mathematical ignorance plastered onto it. It is truly silly.
Langan is a fellow of the International Society for Complexity, Information, and Design (ISCID) – yes, that’s Dembski’s group, and it promotes intelligent design creationism (the society’s journal (newletter) is also the only place where Langan’s musings have been published). Langan even contributed a chapter to Uncommon Dissent (edited by Dembski); he has elsewhere said that he “believe[s] in the theory of evolution” as “one of the tools used by God to create mankind”. Fair enough. The quote continues thusly: “Mankind is then a participant in the creation of the universe itself, so that we have a closed loop. I believe that there is a level on which science and religious metaphor are mutually compatible” and “just as the mind is real, reality is in some respects like a mind. But when we attempt to answer the obvious question "whose mind?", the answer turns out to be a mathematical and scientific definition of God”. Spot the argument from word-salad here. And by nonsense-introduction, Langan points out that “[t]his implies that we all exist in what can be called "the Mind of God", and that our individual minds are parts of God's Mind.”
So there you have him, “the smartest man in America”. Profound like a mid-level Buddhist monk with +2 confabulation skills causing “awe” when you fail your intelligence or wisdom saving throw.
Diagnosis: Super-crackpot. This is really a sad story about media exploitation. Fortunately, Langan probably doesn’t have much impact (as with most celebrities of his ilk, the interest soon dies out).