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Table 1 Final sink population \(r_{s}^{T}\) (\(T=5\)) for different dephasing consitions, i.e., \(\vec{\gamma}=\vec{\gamma}_{\text{ref}}, \vec{1}, \vec{0}\). In the right-hand column we consider the case where all the local energies h⃗ are set to zero, i.e., \(\vec{h}_{0} = (0,\ldots, 0)\), while in the left-hand column, we show the final sink population for the optimal local energies \(\vec{h}^{\vec{\gamma}}_{\text{opt}}\) as obtained with the optimization method discussed in Sect. 3

From: Efficient excitation-transfer across fully connected networks via local-energy optimization

γ⃗

\(r^{T}_{s}(\vec{h}_{0})\)

\(r^{T}_{s}(\vec{h}^{\vec{\gamma}}_{\text{opt}})\)

\(\vec{\gamma}_{\text{ref}}\)

0.955

0.971

\(\vec{1}\)

0.922

0.981

\(\vec{0}\)

0.639

0.989