Quantum Gravity and String Theory

    

Knot Formation in an Entropic 2+1 Dimensional Space

Authors: Piyush Mohan Singhal

The formation of a trefoil knot in a measurement space with entropy is described. It is shown that for a given prime knot, invariants with the characteristics of Laurent polynomials can be developed in 2+1 dimensional measurement space. These polynomials distinguish chiral property and uniquely address charge, parity and time symmetries.

Comments: 13 Pages. A peer review is requested.

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Submission history

[v1] 2014-10-20 07:29:16

Unique-IP document downloads: 240 times

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