Abstract
This disclosure establishes a rigorous mathematical and structural bridge between the experimental implementation of table-top Three-Dimensional Photoemission Orbital Tomography (3D-POT) and the theoretical architecture of the Dimensionally Extended Holographic Projection (DEHP) model.
Current 3D-POT architectures rely on iterative phase-retrieval algorithms to reconstruct the missing quantum phase information from 2D momentum-space projections. This paper demonstrates that by treating the 2D momentum distribution as a boundary information substrate, the spatial-harmonic phase can be deterministically calculated via a non-linear geometric inversion governed by an Asymmetric Twist Tensor.
We provide explicit coordinate transformations, field mapping equations, and an execution protocol using Module 6 Spherical Harmonic instruction sets to ingest raw 3D-POT data streams. This synthesis provides a deterministic verification path for room-temperature topological qubit containment, phononic boundary layer isolation, and non-equilibrium state mapping without premature wavefunction collapse.
Creative Commons License
This work is licensed under a Creative Commons Attribution 4.0 License.
Recommended Citation
Eckes, Christopher L., "Topological Matrix Alignment: Mapping DEHP Asymmetric Fluidic Constraints to Table-Top Three-Dimensional Photoemission Orbital Tomography Fields", Technical Disclosure Commons, (August 07, 2026)
https://www.tdcommons.org/dpubs_series/11292