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Divide and conquer method for proving gaps of frustration free Hamiltonians
Michael J. Kastoryano, Angelo Lucia
Quantop
Department of Mathematical Sciences
6
Citations (Scopus)
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Dive into the research topics of 'Divide and conquer method for proving gaps of frustration free Hamiltonians'. Together they form a unique fingerprint.
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Keyphrases
Any Dimension
33%
Arbitrary Dimension
33%
Divide-and-conquer
100%
Frustration-free
100%
Gapless
33%
Local Hamiltonian
33%
Spectral Gap
100%
Spin Lattice
33%
State Space
33%
System Size
33%
Mathematics
Divide and Conquer
100%