A Geometric Approach to Unification
Knot Physics is a unification theory that describes all physical phenomena using only the spacetime manifold.
Knot Physics assumes that spacetime is a branched manifold. Elementary particles are knots in the spacetime manifold. Quantum properties come from interactions between the branches. Forces come from interactions between the knots.
A Geometric Model of Quantum Mechanics
This 3-minute video introduces how quantum properties arise from a branched, embedded spacetime manifold.
A Geometric Model of Quantum Mechanics
This 3-minute video introduces how quantum properties arise from a branched, embedded spacetime manifold.
Theory Summary
An overview of the entire theory, from simple assumptions about the spacetime manifold through particles, quantum mechanics, and forces
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Theory Summary
An overview of the entire theory, from simple assumptions about the spacetime manifold through particles, quantum mechanics, and forces
Learn more
Papers
The papers cover theory fundamentals as well as a variety of topics, including entanglement and dark matter.
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Latest Paper
Incorporating Gravity into the Path Integral of Quantum Mechanics Using the Thermodynamics of Spacetime
Abstract: We use principles from the thermodynamics of spacetime to modify the path integral of quantum mechanics. Entropy of the vacuum is interpreted as microstates that correspond to the measure of the path integral. The result is a contribution to the action that is proportional to the Einstein-Hilbert action. Because the contribution is real, not imaginary, it is likely to result in convergence in many cases. Paths that minimize the Einstein-Hilbert action make the largest contribution to the path integral, implying that the maximum likelihood paths are solutions of the Einstein equation.
Topics in Knot Physics
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