A new adiabatic schedule for unstructured search gives a marked-state probability that grows linearly with time in the ideal limit and guarantees probability p in O(√N(1+p/ε)) time.
Experimental study of the validity of quantitative conditions in the quantum adiabatic theorem
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Adiabatic quantum unstructured search in parallel
A new adiabatic schedule for unstructured search gives a marked-state probability that grows linearly with time in the ideal limit and guarantees probability p in O(√N(1+p/ε)) time.