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Topological Quantum Computing
Six-dimensional time-space crystalline structures
arXiv
Authors: Giedrius Žlabys, Chu-hui Fan, Egidijus Anisimovas, Krzysztof Sacha
Year
2020
Paper ID
18714
Status
Preprint
Abstract Read
~2 min
Abstract Words
70
Citations
N/A
Abstract
Time crystalline structures are characterized by regularity that single-particle or many-body systems manifest in the time domain, closely resembling the spatial regularity of ordinary space crystals. Here we show that time and space crystalline structures can be combined together and even six-dimensional time-space lattices can be realized. As an example, we demonstrate that such time-space crystalline structures can reveal the six-dimensional quantum Hall effect quantified by the third Chern number.
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- Time crystalline structures are characterized by regularity that single-particle or many-body systems manifest in the time domain, closely resembling the spatial regularity of...
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