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

Book by Thomas Stark · 5 quotes · Philosophy, Rationalism, Science

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

“Although you don’t know it, you simulate the Big Bang every time you dream. A dreamworld is a world created from nothing by a single monadic mind. The dreamworld explodes out of nowhere, through nothing but the power of thought. Also, you can bring this world to an end when you conclude the dream. You carry out your own Big Crunch.”

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Book:God Is Mathematics: The Proofs of the Eternal Existence of Mathematics
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“God’s perfection lies in the domain of Being. In the domain of Becoming, he is totally fragmented and on a mission to put himself back together again. God shatters himself into infinite pieces then puts them all back together again to make a perfect whole. We are all tiny images or reflections of God. We are all cells of God. We are all mirrors of God.”

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“Gödel, the great mathematical logician, was the champion of rational religion. In many ways, we seek to establish a Leibniz-Gödel hyperrationalist alternative to science. We want to refute the idea that science is just one monolith of materialism and empiricism. You can be a much better scientist by choosing a much better, more rational science, namely that of idealism and rationalism.”

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“Euler’s formula – although deceptively simple – is actually staggeringly conceptually difficult to apprehend in its full glory, which is why so many mathematicians and scientists have failed to see its extraordinary scope, range, and ontology, so powerful and extensive as to render it the master equation of existence, from which the whole of mathematics and science can be derived, including general relativity, quantum mechanics, thermodynamics, electromagnetism and the strong and weak nuclear forces! It’s not called the God Equation for nothing. It is much more mysterious than any theistic God ever proposed.”

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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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