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Nevertheless, no deterministic parent with 3 outcomes exists for anyη, as previously shown · 2018

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The complexity of compatible measurements

quant-ph · 2019-08-27 · accept · novelty 7.0

For any set of m compatible quantum measurements, a parent measurement exists with at most d^2(m(o-1)+1) non-vanishing outcomes, a bound linear in the number of measurements, with small cases where the maximal complexity is required.

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  • The complexity of compatible measurements quant-ph · 2019-08-27 · accept · none · ref 2

    For any set of m compatible quantum measurements, a parent measurement exists with at most d^2(m(o-1)+1) non-vanishing outcomes, a bound linear in the number of measurements, with small cases where the maximal complexity is required.