Abstract

The goal of this contribution is to relate quarks to knots or loops in a 6-space CP3 that then ollapses into a torus in real 3-space P3 instantaneously after the Big Bang, and massive inflation, when 3 quarks unite to form nucleons.

Highlights

  • Kedia et al in recent paper [10] investigate knotted structures in hydrodynamic fields such as current-guiding magnetic field lines in a plasma, or vortex lines of classical or quantum fields whichD arise naturally as excitations that carry helicity that is a measure of the knottedness of the field

  • The goal of this contribution is to relate quarks to knots or loops in a 6-space CP3 that ollapses into a torus in real 3-space P3 instantaneously after the Big Bang, and massive inflation, when 3 quarks unite to form nucleons

  • [14] Ch.7 shows that Fig.2 is a trefoil (3,2) on a torus when we choose 3 points on the ends of a cylinder that can be joined to form the torus. This brings us to the goal of this contribution which is to relate the elementary particles to knots or loops in a 6-space

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Summary

Introduction

Kedia et al in recent paper [10] investigate knotted structures in hydrodynamic fields such as current-guiding magnetic field lines in a plasma, or vortex lines of classical or quantum fields whichD arise naturally as excitations that carry helicity that is a measure of the knottedness of the field. This brings us to the goal of this contribution which is to relate the elementary particles to knots or loops in a 6-space.

Results
Conclusion

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