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Concept and Formalization of Constellatory Self-Unfolding

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Cover of 'Concept and Formalization of Constellatory Self-Unfolding'

Table of Contents

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    Book Overview
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    Chapter 1 The Autogenetic Universe Theory Quantum Reduction and Singularities as Inverse Transitions: Into and Out of the Chrono-Ontological Format of Facticity
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    Chapter 2 Model of an Autogenetic Universe Constellatory Self-Unfolding: A Novel Syntaxis of Time in the Time-Space of the Present
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    Chapter 3 Borromean Link in Algebraic Form Group-Theoretic Encoding: The Borromean Rings as Prime Connectivity Units of All Topological Links
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    Chapter 4 Borromean Link in Logic A Metaperspective on Algorithmic Information: Logical Conjugation Strategy and the Role of the Borromean Topology
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    Chapter 5 Borromean Link in Relativity Theory What Is the Validity Domain of Einstein’s Field Equations? Sheaf-Theoretic Distributional Solutions over Singularities and Topological Links in Geometrodynamics
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    Chapter 6 Borromean Link in Quantum Theory Loops, Projective Invariants and the Realization of the Borromean Topological Link in Quantum Mechanics
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    Chapter 7 Borromean Link in Quantum Gravity A Topological Approach to the “ER = EPR” Conjecture: Modelling the Correspondence Between GHZ Entanglement and Planck-Scale Wormholes via the Borromean Link
Attention for Chapter 3: Borromean Link in Algebraic Form Group-Theoretic Encoding: The Borromean Rings as Prime Connectivity Units of All Topological Links
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Chapter title
Borromean Link in Algebraic Form Group-Theoretic Encoding: The Borromean Rings as Prime Connectivity Units of All Topological Links
Chapter number 3
Book title
Concept and Formalization of Constellatory Self-Unfolding
Published by
Springer, Cham, January 2018
DOI 10.1007/978-3-319-89776-9_3
Book ISBNs
978-3-31-989775-2, 978-3-31-989776-9
Authors

Albrecht von Müller, Elias Zafiris, von Müller, Albrecht, Zafiris, Elias

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