Definitions, Postulates, and Corollaries of the Logiverse
A logical system is defined as a set of premises or statements, and a logical construct is defined as a graphical or configurational representation derived from a logical system. For example, the rules of the game of chess form a logical system, and the configuration of the pieces of chess in a chessboard form a logical construct.
There exists an Ultimate Realm that contains every conceivable logical system and logical construct except for itself.
Self-consistent logical systems and logical constructs belong to the Real World, and those with inconsistencies belong to the Imaginary World.
Each logical construct is defined to be a universe.
Every logical system has an associated Zone, a subset of Ultimate Realm, which contains every logical construct or universe that represents that logical system.
An iterative function is required in a logical system for the associated universes to evolve. All universes that can evolve belong to the Evolutionary Terrain of the Ultimate Realm.
Some logical constructs in the Evolutionary Terrain of the Real World are complex enough to result in algorithms that can loop back and probe and analyze the logical construct to which they belong. These algorithms acquire sentient characteristics in the process of probing and analyzing their logical construct and give physical meaning to the axioms, which become laws of nature for the sentient algorithms.
A subset of the Evolutionary Terrain of the Real World that contains sentient algorithms is called the Physical Domain, and the complementary subset of the Real World is called the Nonphysical Domain.
In closing, if your curiosity has been sparked by these insights, please read the book to discover the complete set of its profound postulates and their corollaries
How do you create something out of nothing?
How do you reconcile relativity with quantum mechanics?
How do you explain quantum mechanical entanglement?
