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Famous Thomas Stark Quotes

“Zero is the ultimate nullibist and holenmerist entity. Zero is whole in every number, and whole in every part of mathematics. The universe that we all experience exists purely because zero is nullibist and holenmerist … because zero contains all numbers … because zero is exactly where “something” = “nothing”. Reality exists solely because something = nothing. Zero is everything. Zero contains everything. Zero is everywhere. Zero is whole everywhere, and whole in everything. Nothing rivals the incredible power and beauty of zero. It’s the ultimate expression of the Principle of Sufficient Reason (PSR) and Occam’s razor. What could be simpler than nothing? The universe of zero is the simplest possible universe and the best possible universe.”

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Book:Holenmerism and Nullibism: The Two Faces of the Holographic Universe
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“Zero is at the core of the PSR because nothing can prevent zero’s existence, it requires nothing, and it is infinitely stable under all transformations. A zero is a singularity, a point, the most stable thing you can possibly get, hence the necessary basis of existence. The PSR is the science of zero.”

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Book:Inside Reality: The Inner View of Existence
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“Reason is indeed all about identity, or, rather, tautology. Mathematics is the eternal, necessary system of rational, analytic tautology. Tautology is not “empty”, as it is so often characterized by philosophers. It is in fact the fullest thing there, the analytic ground of existence, and the basis of everything. Mathematical tautology has infinite masks to wear, hence delivers infinite variety. Mathematical tautology provides Leibniz’s world that is “simplest in hypothesis and the richest in phenomena.” No hypothesis cold be simpler than the one revolving around tautologies concerning “nothing.” There is something – existence – because nothing is tautologous, and “something” is how that tautology is expressed. If we write x = 0, where x is any expression that has zero as its net result, then we have a world of infinite possibilities where something (“x”) equals nothing (0).”

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Book:God Is Mathematics: The Proofs of the Eternal Existence of Mathematics
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“The PSR gives rise to ontological mathematics, which is just the exploration of all the different ways in which x = 0 can be explored, and x can be any expression at all, provided it can ultimately be reduced to zero. There are infinite mathematical tautologies, all of which are consistent with the PSR and Occam’s razor. Nothing can be simpler in hypothesis than requiring everything to equal zero, and nothing could be richer in phenomena than this strict requirement since there are infinite ways to generate mathematical expressions that equal zero. So, the law of ultimate simplicity leads, inevitably, to endless variety ... all thanks to mathematics and the equals sign. There is no contradiction whatsoever between total simplicity and infinite variety ... that’s exactly why math is so powerful, and can produce the incredibly varied universe we live in ... all of which is simply “nothing” expressed in different ways. Is that not the ultimate miracle? But it’s not a miracle at all. It is the direct consequence of the PSR, hence is the most rational thing of all.”

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Book:Castalia: The Citadel of Reason
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“The PSR is equivalent to a generalized version of Euler’s Formula, the most important analytic formula of mathematics, which is in turn ontologically conveyed through mental, metaphysical, mathematical points (monads: eternal sinusoidal energy systems, each of which constitutes an autonomous mind). Despite what science says using the fallacies and incongruities of correspondence, the whole scientific world is in fact rooted in total coherence, in the generalized Euler Formula, the God Equation. The God Equation is ontologically conveyed not by a single eternal God, but by a myriad of eternal minds. All of these minds considered collectively constitute “God”, and they have a net result of zero.”

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Book:Tractatus Logico-Mathematicus: How Mathematics Explains Reality
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“The temporal, contingent world is, as Leibniz said, a “collection of finite things.” It is possible only because it is underpinned by an eternal, necessary world, comprising a collection of zero-infinity things, i.e. monads.”

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Book:God Is Mathematics: The Proofs of the Eternal Existence of Mathematics
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