yet another super scholar

I read this profile of Christopher Langan with genuine curiosity – allegedly having the highest IQ in the US, if not the world. Imagine my surprise to find that he claims he can prove the existence of God:

Some of these projects relate to a book I’ve been writing on mathematically proving the existence of God. Surprising as it may seem, this can certainly be done. In fact, save for a few crucial ingredients, it was nearly accomplished by (e.g.) Anselm of Canterbury in the 11th century AD. (Sadly, neither Anselm nor his various followers and modern analysts were able to pin down all of the logic and ontology required to fill out and support his essential argument.)

Some people, reasoning from past failures, regard such a proof as impossible. But then again, many people had considered it impossible to solve the venerable chicken-or-egg problem, for which I presented a concise case-by-case solution around a decade ago. The chicken-or-egg problem and the existence of God both relate to the general issue of circular dependency, a connection to be explored in the book.

He also asserted in an interview in 2014 that he can solve the P vs. NP problem, and has his own “cognitive-theoretic model of the universe.” I reproduce the abstract below:

Inasmuch as science is observational or perceptual in nature, the goal of providing a scientific model and mechanism for the evolution of complex systems ultimately requires a supporting theory of reality of which perception itself is the model (or theory-to-universe mapping). Where information is the abstract currency of perception, such a theory must incorporate the theory of information while extending the information concept to incorporate reflexive self-processing in order to achieve an intrinsic (self-contained) description of reality. This extension is associated with a limiting formulation of model theory identifying mental and physical reality, resulting in a reflexively self-generating, self-modeling theory of reality identical to its universe on the syntactic level. By the nature of its derivation, this theory, the Cognitive Theoretic Model of the Universe or CTMU, can be regarded as a supertautological reality-theoretic extension of logic. Uniting the theory of reality with an advanced form of computational language theory, the CTMU describes reality as a Self-Configuring Self-Processing Language or SCSPL, a reflexive intrinsic language characterized not only by self-reference and recursive self-definition, but full self-configuration and self- execution (reflexive read-write functionality). SCSPL reality embodies a dual-aspect monism consisting of infocognition, self-transducing information residing in self-recognizing SCSPL elements called syntactic operators. The CTMU identifies itself with the structure of these operators and thus with the distributive syntax of its self-modeling SCSPL universe, including the reflexive grammar by which the universe refines itself from unbound telesis or UBT, a primordial realm of infocognitive potential free of informational constraint. Under the guidance of a limiting (intrinsic) form of anthropic principle called the Telic Principle, SCSPL evolves by telic recursion, jointly configuring syntax and state while maximizing a generalized self- selection parameter and adjusting on the fly to freely-changing internal conditions. SCSPL relates space, time and object by means of conspansive duality and conspansion, an SCSPL-grammatical process featuring an alternation between dual phases of existence associated with design and actualization and related to the familiar wave-particle duality of quantum mechanics. By distributing the design phase of reality over the actualization phase, conspansive spacetime also provides a distributed mechanism for Intelligent Design, adjoining to the restrictive principle of natural selection a basic means of generating information and complexity. Addressing physical evolution on not only the biological but cosmic level, the CTMU addresses the most evident deficiencies and paradoxes associated with conventional discrete and continuum models of reality, including temporal directionality and accelerating cosmic expansion, while preserving virtually all of the major benefits of current scientific and mathematical paradigms.

Mr. Langan has critiques of academia. Not the usual ones, that higher degrees are being commoditized, that there is self-selection in peer review for positive results at the expense of null results, p-value hackery, the social disruption of adjunct positions, and the fundamental tension of the paid journal business model vs the need for unfettered creative access to other researchers’ work. No, his critique is that high school sucked for really smart kids, and kids like himself who fell asleep in class and who didn’t pay attention to the teachers were unfairly excluded from college by small-minded administrators. Fair enough.

I propose Z’s Law: anyone claiming to be able to prove the existence of God is not as smart as they say they are.

2 thoughts on “yet another super scholar”

  1. The value of proving if P=NP or not is obvious to any smart person, so the fact that he’s been sitting on the “solution” for at least three years casts doubt on his supposed IQ. Reminds me of a high-school friend who thought he’d proven the existence of God by disproving every disproof he could find.


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