About Quantum-Q
About Quantum-Q
Quantum-Q LLC is the research home for the Quantum Lattice Model, an independent theoretical framework developed by Quinton R. D. Tharp.
The Quantum Lattice Model, or QLM, organizes foundational physics around reduced action, proper-time phase flow, Planck-scale lattice transport, routing structure, and coherent wave dynamics. The technical framework is developed in the QLM paper series, while Quantum-Q serves as the public archive and development hub for the work.
Mission
Mission
The mission of Quantum-Q is to develop QLM transparently and systematically. Each result is built from stated primitives, checked for dimensional consistency, reduced to the primitive lattice set where possible, and separated according to its status within the framework.
Dimensional consistency
Deterministic phase-action dynamics
Causal transport bounds
Symbolic clarity
Public documentation
Clear separation between canon and exploratory extensions
Development
Development Philosophy
QLM is developed as a structured research program rather than a collection of disconnected claims. Canonical results, focused identity notes, and exploratory extensions are kept separate so that readers can see what belongs to the current framework and what remains under investigation.
The goal is not to hide uncertainty, but to document it clearly: what has been derived, what is consistent with the current canon, what remains exploratory, and what still needs further development.
Research structure
Canon and Exploratory Work
The core QLM framework is defined by the canonical foundation papers. These papers establish the reduced-action Planck-unit system, the density-cap sector, Lorentz kinematics from proper ticks, gravitational routing, and quantum phase transport.
Additional notes and papers explore focused identities, closure structures, electromagnetic routing, boundary transport, and other possible extensions. These are treated as exploratory unless formally integrated into the QLM canon.
Site guide
How to Use This Site
The homepage gives a high-level overview of the framework and its core notation. The QLM page introduces the model as a research program. The Papers page contains the public research archive, including canonical papers, identity notes, and focused extensions.
Quantum-Q is maintained as an open research archive for readers who want to follow the development of the framework, compare papers, and evaluate the derivations directly.