The Dimensional Nesting Hypothesis (DNH)

A Framework of Sequential Geometrical and Spatial Containment
Author: P..C | Date: May 2026
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Abstract

The Dimensional Nesting Hypothesis (DNH) proposes a geometric and structural framework wherein reality is organized as an infinite series of sequentially nested spatial dimensions ($D_0 \rightarrow D_n$). Under this model, each lower dimension $D_{n-1}$ serves as the foundational boundary layer or subspace of the immediate higher dimension $D_n$. The hypothesis introduces the Principle of Informational Insulation, asserting that lower-dimensional systems are structurally incapable of perceiving the orthogonal axes of their higher-dimensional containers. Consequently, interactions from higher dimensions manifest in lower dimensions exclusively as dynamic cross-sectional slices or geometric projections. This framework offers alternative conceptual explanations for quantum anomalies (such as tunneling) and macro-gravitational leaks by analyzing them as cross-dimensional boundary energy transfers.

Core Framework: Fundamental Axioms

1. The Law of Orthogonal Ascension
Each dimension $D_n$ is constructed by displacing the entirety of the lower dimension $D_{n-1}$ along a novel, independent (orthogonal) axis. Mathematically: $D_n = D_{n-1} \times \hat{w}_n$, where $\hat{w}_n$ represents the new orthogonal basis vector.
2. The Principle of Informational Insulation
A lower dimension $D_{n-1}$ lacks the geometric coordinates required to measure the extra-dimensional axis of $D_n$. Higher dimensions act as a "one-way mirror"; they contain the lower dimension, but remain invisible to it.
3. The Boundary Condition
The entirety of a lower-dimensional space $D_{n-1}$ operates merely as the boundary surface (or membrane) of the higher-dimensional space $D_n$.