Difference between revisions of "Observerse"
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The '''observerse''' is the central mathematical object in the [[Theory of Geometric Unity]]. It is a mapping from a four-dimensional manifold \(X^4\) to a manifold \(Y\), from which the theory is built. There are four different constructions of the observerse: exogenous, bundle-theoretic, endogenous, and tautological. Each generates a possible Geometric Unity theory. | |||
== Exogenous == | |||
== Bundle-Theoretic == | |||
== Endogenous == | |||
== Tautological == | |||
[[category:Ericisms]] | [[category:Ericisms]] | ||
[[Category:Geometric Unity]] | [[Category:Geometric Unity]] | ||
Revision as of 01:05, 1 April 2021
The observerse is the central mathematical object in the Theory of Geometric Unity. It is a mapping from a four-dimensional manifold \(X^4\) to a manifold \(Y\), from which the theory is built. There are four different constructions of the observerse: exogenous, bundle-theoretic, endogenous, and tautological. Each generates a possible Geometric Unity theory.