The library
All works
23 works in 4 collections.
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Insights
Ontological Mathematics and Eastern Philosophy
Michaël Perreault · 2025 · 9 parts
The seers and philosophers of old have long known the power of numbers.
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Insights
The Mathematical and Medical Alliance
Michaël Perreault · 2025 · 18 parts
The medical and mathematical fields can grow together.
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Insights
The Power of Mathematics and Numbers
Michaël Perreault · 2025 · 7 parts
The power of numbers can be unlocked with the right mindset and approach.
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Insights
The Alchemy of Symmetry and Anti-Symmetry
Michaël Perreault · 2025 · 7 parts
An exploration of the fundamental duality between symmetry and anti-symmetry in mathematics, from basic number theory to quantum mechanics and the divine structure of reality.
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Insights
The Bridge of Thought
Michaël Perreault · 2025 · 7 parts
There is a way to understand the universe thanks to mathematics.
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Insights
Foundations for Mathematical Reality
Michaël Perreault · 2025 · 17 parts
An exploration of mathematics as the fundamental structure of reality, introducing group theory and the elegant foundations that underlie number theory, symmetry, and the mathematical nature of existence.
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Insights
Pondering on the God Equation
Michaël Perreault · 2025 · 9 parts
An exploration of Euler's formula as the fundamental equation of existence, examining how this elegant mathematical relationship encodes the logic of reality itself through ontological mathematics.
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Foundations
Prime Numbers as a Way to Sublime Mathematics
Michaël Perreault · 2025 · 11 parts
An introduction to prime numbers allowing readers to develop a strong intuition of the mathematical objects.
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Foundations
Real and Complex Mathematical Analysis
Michaël Perreault · 2025 · 72 pages
A comprehensive guide to real and complex mathematical analysis, covering foundations, sequences, series, continuity, differentiation, integration, and complex function theory.
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Foundations
Bell's Theorem and the Mathematical Universe
Michaël Perreault · 2025 · 10 parts
A comprehensive exploration of Bell's Theorem, demonstrating the conflict between local realism and quantum mechanics, with mathematical foundations and philosophical implications for the nature of reality.
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Foundations
Essential Calculus Theorems
Michaël Perreault · 2025 · 4 parts
Calculus theorems are essential to a strong mathematical education.
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Explorations
A Novel U(3) Group and Applications
Jason Glowney · 18 pages
An article discussing a novel U(3) group and its applications to quantum computing and other fields.
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Explorations
An Imaginary Derivation of e
Jason Glowney · 7 pages
An article on an imaginary derivation of e and related concepts.
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Explorations
Asymptotic Light Geometry
Jason Glowney · 8 pages
An article on asymptotic light geometry and its relations.
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Explorations
Derivation of the Complex Unit Sphere
Jason Glowney · 25 pages
An article on the derivation of the complex unit sphere.
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Explorations
Geometric Thoughts with Guest Algebra
Jason Glowney · 3 pages
An article on geometric thoughts with guest algebra.
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Explorations
Gravitational Wave Signal Processing
Jason Glowney · 2017 · 22 pages
An article on gravitational wave signal processing.
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Explorations
Imaginary Angles and the Connection Between
Jason Glowney · 7 pages
An article on imaginary angles and the connection between related concepts.
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Explorations
Lie Groups and Lie Algebras
Jason Glowney · 15 pages
An article on Lie groups and Lie algebras.
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Explorations
Pascal's Tetrahedron, Combinatorics, and Theory
Jason Glowney · 14 pages
An article on Pascal's Tetrahedron, combinatorics, and related theory.
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Explorations
The Strange Attractor of the Lorenz System
Jason Glowney · 2017 · 25 pages
An article on the strange attractor of the Lorenz system.
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Explorations
Polyplex Lie Geometry
Jason Glowney · 22 pages
A Multi-Metric Complex Geometry Structured by Lie Algebras in a Hilbertian Framework.
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Masteries
Arithmoí Book 1
Jason Glowney · 96 parts
Essential to the undertaking is that mathematics be the means of conveying the topic. The synthesis presented in the book starts by first bringing to light the historical human biases pervasive in mathematics, physics, and metaphysics subject matter.
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