Souls of Mathematics

“1. The potential that existed at the beginning, or else in the ideal case. 2. The alternate imagination or the ideal that exists now. 3. The ability to predict and manifest possibilities.”

—The Triangle or Psychic Triangle by Nathan Coppedge

“Knowledge of limits.” —Isaac Newton

“The true figure of mathematics is strangely indefinite. If mathematics changes, it will require a great process. Some figures are real, and some less real: this describes the folly and potential of mathematics. If something is absolute, it is often very small, or else its potential would be unreal. There is nothing truly limiting for a real exponent. Limits, true limits, are something finite, and so the more mathematics we know, the more we go blind. The nature of mathematics, if it is beautiful, is no more than a strange blot of color in a field of blank space. The blank space is terrible, demonic, and destroys mathematics. If there is something more essential than mathematics for mathematics, it is an odd figure.”

—Paraphrase of Gödel

“Logic is in Chains.” —R. Volkman

“I. 1. Induction (guesstimation)→ 2. Abduction (Scientific hypothesis) →3. Causal inference (Syllogisms) and Axiomatics, Proof Theory, Incoherent Set Theory.→ 4. Incoherent Qualification: Qualification in Causal Inference→ 5. Major Exceptions to Coherence (irrationality, solving paradoxes, empty sets, formal incoherence). →6. Fuzzy logic, intuition, formal semantics, semiotics.→ 7. Infinitary logic, closed systems, exponential efficiency.→ 8. Non-causal inference, Coherent Set Theory→ 9. Universal Qualification→ 10. Informal Exceptions. II. 1. Ideology. → 2. Mechanics. → 3. Paradigmatics. → 4. Core Essence. → III. 1. Perfection. → 2. Complexity. IV. Divinity.”

—Narhan Coppedge

“May we predict, now you have brains?” —N. Coppedge