## The Real-Zeros of Jones Polynomial of Torus

**Authors:** Chang Li

This article proved two theorems and presented one conjecture about the real-zeros of Jones Polynomial of Torus. Topological quantum computer is related to knots/braids theory where Jones polynomials are characters of the quantum computing. Since the real-zeros of Jones polynomials of torus are observable physical quantities, except the real-zero at 1.0 there exists another distinguished real-zero in 1 < r < 2 for every Jones polynomial of Torus, these unique real zeros can be IDs of torus knots in topological quantum computing.

**Comments:** 2 Pages. version 2

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### Submission history

[v1] 2017-02-15 10:36:36

[v2] 2018-06-06 12:24:38

**Unique-IP document downloads:** 53 times

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