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Locality at the boundary implies gap in the bulk for 2D PEPS
Michael J. Kastoryano, Angelo Lucia, David Perez-Garcia
Quantop
Department of Mathematical Sciences
Niels Bohr Institute
4
Citations (Scopus)
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Dive into the research topics of 'Locality at the boundary implies gap in the bulk for 2D PEPS'. Together they form a unique fingerprint.
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Mathematics
Approximate Factorization
38%
Gibbs States
77%
Imply
53%
Injective
51%
Locality
100%
Martingale Method
40%
Open Problems
22%
Projector
32%
Range of data
17%
Robustness
23%
Sufficient
20%
Thermodynamic Limit
36%
Physics & Astronomy
factorization
44%
martingales
70%
problem solving
51%
projectors
46%
thermodynamics
28%