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.

A knot is a one-dimensional subset of R3 that is homeomorphic to S1. We can specify a knot Kby specifying an embedding (smooth injective) f: S 1 !R 3 so that K= f(S 1 ).

Knot Physics is a unification theory that describes all physical phenomena using only the spacetime manifold. In Knot Physics, spacetime is a branched 4-dimensional manifold embedded in a 6-dimensional Minkowski space. The spacetime manifold has constraints that relate its branching and its geometry.

Physical knot theory is the study of mathematical models of knotting phenomena, often motivated by considerations from biology, chemistry, and physics (Kauffman 1991). Physical knot theory is used to study how geometric and topological characteristics of filamentary structures, such as magnetic flux tubes, vortex filaments, polymers, DNAs ...

This invaluable book is an introduction to knot and link invariants as generalised amplitudes for a quasi-physical process. The demands of knot theory, coupled with a quantum-statistical framework, create a context that naturally and powerfully includes an extraordinary range of interrelated topics in topology and mathematical physics.

These papers cover theory fundamentals as well as a variety of topics, including entanglement and dark matter. This paper is based on ideas from Knot Physics but does not introduce novel assumptions. We use principles from the thermodynamics of spacetime to modify the path integral of quantum mechanics.

2016年3月15日 · Abstract: Knot physics is the theory of the universe that not only unified all the fundamental interactions but also explores the underlying physics of quantum mechanics. In knot physics, the most important physical result is the unification of everything (including matter, motion, interaction and space-time, ...) into the entangled vortex ...

2018年3月22日 · In this review we discuss the role of the knot, the most sophisticated topological object in physics, and related topological objects in various areas in physics. In particular, we discuss how the knots appear in Maxwell's theory, Skyrme theory, and multi-component condensed matter physics.

In this talk, I will describe a conjecture relating knot theory and mirror symmetry, that provides a new way of thinking about knot invariants, where classical geometry plays the central role. The conjecture also provides a new perspective on mirror symmetry. The conjecture is a joint work with Cumrun Vafa. : uv = that is a knot invariant.

The vortex atoms, being built from the aether, required no special material. The different elements were accounted for by atoms composed of different knots or links and oscillations of the knots would, Thomson believed, explain the spectral lines …