Derives QSLs based on square roots of Jensen-Shannon and Jeffreys divergences, expressed via Schatten speed and eigenvalue cost functions, for general quantum processes including unitary evolution and specific open channels.
(14), one finds the chain of inequalities on QJPD as ∥ρ0 −ρ τ ∥1√ 2 ≤D J(ρ0, ρτ)≤ sZ τ 0 dt fJ(ρ0, ρt) dρt dt 1
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Quantum speed limits based on Jensen-Shannon and Jeffreys divergences for general physical processes
Derives QSLs based on square roots of Jensen-Shannon and Jeffreys divergences, expressed via Schatten speed and eigenvalue cost functions, for general quantum processes including unitary evolution and specific open channels.