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摘要
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In recent years we have seen the birth of a new field known as Hamiltonian complexity lying at the crossroads between computer science and theoretical physics. Hamiltonian complexity is directly concerned with the question: how hard is it to simulate a physical system? Here I review the foundational results, guiding problems, and future directions of this emergent field.
Keyword:
LIEB-ROBINSON BOUNDS
COMPUTATIONAL-COMPLEXITY
QUANTUM
APPROXIMATION
DYNAMICS
PROPAGATION
GAP
PERTURBATION
ALGORITHMS
VELOCITY
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20.7
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1.6K
被引数:
2.4W
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