Cite this article:
Gu Zhi-Yu, Qian Shang-Wu. Knotted pictures of the GHZ states on the surface of trivial torusJ. Chin. Phys. B, 2012, 21(7): 070201.
| Gu Zhi-Yu, Qian Shang-Wu. Knotted pictures of the GHZ states on the surface of trivial torusJ. Chin. Phys. B, 2012, 21(7): 070201. |
Knotted pictures of the GHZ states on the surface of trivial torus
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Abstract
By means of the method of torus knot theory, this paper presents the complete process of obtaining the knotted pictures of eight GHZ states on the surface of trivial torus from the knotted pictures of eight basic three-qubit states on the surface of trivial torus. Thus, we obtain eight knotted pictures 121 linkage on the ordinary plane. -
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