Independent theoretical & metrological research

Quantized Dimensional Ledger for Unified Physics

The Quantized Dimensional Ledger (QDL) is a structural framework built on a minimal two-basis dimensional system—Length (L) and Frequency (F)—organized by a conserved geometric object known as the Quantized Dimensional Cell (QDC). A conserved cell of 3L + 2F imposes dimensional-closure rules on fields, couplings, operators, and constant combinations, turning dimensional analysis into a prediction filter for effective field theories, gravity sectors, and precision metrology.

3L + 2F prediction filter Quantized Dimensional Cell (QDC) EFT & SMEFT structure Gravity & metrology links
Read structural-reconstruction paper View core program papers

Location: Huntley, Illinois, USA · Focus: dimensional closure, ledger geometry, EFT structure, gravity, precision metrology, and falsifiable tabletop tests.

What “Quantized Dimensional Ledger” means

The name is operational: each word encodes a specific modeling commitment.

Quantized

Discrete exponents

Physical quantities are represented by discrete, integer-valued exponents, not continuous dimensional scalings—so admissible models must respect exact dimensional countability rather than arbitrary parameter tuning.

Dimensional

Base dimensions only

All physical content is expressed solely in terms of base dimensions, eliminating hidden assumptions tied to mass, charge, or unit conventions and making dimensional consistency an explicit structural requirement.

Ledger

Auditable closure

Physical theories are treated as auditable records: every interaction, constant, and operator must balance exactly within a conserved dimensional accounting system, enabling model verification, exclusion, and falsification.

The Quantized Dimensional Ledger reframes physics as a closed dimensional accounting system, where theoretical consistency is structural, explicit, and testable.

Program Overview

Explore the core components of the QDL research program: the structural framework, proposed experiments, formal publications, and the institute’s mission.

Framework
The 3L + 2F ledger, Quantized Dimensional Cell, scalar–tensor and gravitational structure, EFT operator filtering, and metrological interpretation of constants.
View QDL framework →
Experiments
Torsion balances, NV centers, cavity scaling, and metamaterial tests designed as falsifiable probes of QDL-driven scaling laws.
See experimental roadmap →
Publications
Structural reconstruction, prediction-filter, Quantum Gravity from Dimensional Coherence, unified SM + gravity, CLF phenomenology, SMEFT, metrology, and teaching materials.
Browse key papers →
Institute
Background on the QDL Physics Institute, affiliations, contact information, and collaboration interests.
Learn about the institute →

Experimental Program

QDL is designed to be testable. The experimental validation roadmap focuses on four complementary tabletop platforms that probe QDL-driven scaling laws in distinct physical regimes.

Validation roadmap
Falsifiable tests of a 3L + 2F ledger

The QDL Experimental Validation Protocol outlines how a conserved Quantized Dimensional Cell could leave measurable signatures in precision experiments. Each platform is designed so that standard theories and QDL give clearly distinguishable scaling behavior.

  • Precision torsion-balance scaling – torque and deflection vs. arm length and mass structure.
  • NV-center frequency-shift measurements – structured offsets in spin resonance under QDL-motivated fields.
  • Cavity-mode length–frequency scaling – resonance structure vs. cavity geometry in the L–F ledger.
  • Metamaterial dispersion-collapse tests – engineered media approximating QDC-like coherence.

Why QDL Matters

A concise view of how the QDL program fits into 21st-century theoretical and experimental physics.

QDL represents a unified dimensional-closure architecture for modern physics. By linking effective field theory structure, gravitation, and dimensional constants through a single conserved cell, it proposes a foundation for physical law that is explicit about its dimensional and metrological commitments.

As manuscripts enter peer-reviewed journals and experimental groups assess the proposed tests, the QDL framework becomes accessible to broader scientific scrutiny. The Institute’s goal is to make every step—from ledger construction to experimental design—transparent, auditable, and falsifiable.