The Physics of Mathematical Practices and Infinites

Questioning the existence of infinities and continuum in mathematics and how their assumed existence affects the way we describe nature.

An Axiomatic Approach to Physics

Quantum-Geometry Dynamics is a theory axiomatically derived from a minimal axiom set capable of describing dynamics systems.
Below is the latest version of the book I have written on the subject.

Quantum-Geometry-Dynamics-an-axiomatic-approach-to-physics-august-22nd-2022

The book can be downloaded here.

Deriving Testable Predictions from QGD

The usefulness of quantum-geometry dynamics as a physics theory depends entirely on whether its predictions can be tested, hence measured. This means that the quantities used in its equations must be expressible in measurable units.

In this is a chapter of the upcoming new edition of Quantum-Geometry Dynamics; An Axiomatic Approach to Physics, we show how to bridge the fundamental discrete units predicted by QGD to conventional measurable units. This relies on measuring the one-way velocity of light we propose. Note that the hyperlinks it contains do not work as they refer to sections that have not been included here.

On the Non-local effects of local events and the local effects of non-local events

This is a chapter of Quantum-Geometry Dynamics; an axiomatic approach to physics that focuses on locality and non-locality within the framework of QGD. It is meant for readers who are already familiar and understand the the basics of the axiomatic approach I propose. For those who are not familiar with QGD, reading at least the introductory chapters and work through the arguments is necessary to understand the material.

The Electromagnetic Effects

QGD predicts that particles have no intrinsic charge and that interactions between all so-called charged particles and with magnetic fields can entirely be accounted for by the electromagnetic interactions as its model describes. We also offer testable predictions and unique to QGD.
Note that the introductory chapters of Quantum-Geometry Dynamics; an axiomatic approach to physics, is a prerequisite to understand the section below.

QGD Locally Realistic Explanation of Quantum Entanglement Experiments (major update)

Preonics provides simple and realistic explanations of observations of so-called quantum entanglement experiments.  Not only are QGD predictions consistent with such experimental observations but, unlike quantum mechanics, it precisely explains the mechanisms responsible for observed outcomes without violating the principle of locality.

Note that this is a section of Quantum-Geometry Dynamics; An axiomatic Approach to Physics.

On the Nature of Quantum-Geometrical space

This is the updated chapter of Quantum-Geometry Dynamics; An Axiomatic Approach to Physics on quantum-geometrical space in which I propose a dynamic space discreteness and show Euclidian geometry emerges from it.