Table 5 An example of the multi-objective MESS.
From: Multi-resource constrained elective surgical scheduling with Nash equilibrium toward smart hospitals
Patient | Operation | Index of available material resources (ORs and NOR beds) | Index of available human resources (surgeons, anesthesiologists and nurses) |
|---|---|---|---|
\(i=1\) | \({O_{11}}\) | \(k^{\prime}=1,2\) | \(r^{\prime\prime}=1,2\) |
\({O_{12}}\) | \(k=1,2\) | \(r=1,2,{\text{ }}r^{\prime}=1,2,{\text{ }}r^{\prime\prime}=1,2\) | |
\({O_{13}}\) | \(k^{\prime}=1,2\) | \(r^{\prime\prime}=1,2\) | |
\(i=2\) | \({O_{21}}\) | \(k^{\prime}=1,2\) | \(r^{\prime\prime}=1,2\) |
\({O_{22}}\) | \(k=1,2\) | \(r=1,2,{\text{ }}r^{\prime}=1,2,{\text{ }}r^{\prime\prime}=1,2\) | |
\({O_{23}}\) | \(k^{\prime}=1,2\) | \(r^{\prime\prime}=1,2\) | |
\(i=3\) | \({O_{31}}\) | \(k^{\prime}=1,2\) | \(r^{\prime\prime}=1,2\) |
\({O_{32}}\) | \(k=1,2\) | \(r=1,2,{\text{ }}r^{\prime}=1,2,{\text{ }}r^{\prime\prime}=1,2\) | |
\({O_{33}}\) | \(k^{\prime}=1,2\) | \(r^{\prime\prime}=1,2\) | |
\(i=4\) | \({O_{41}}\) | \(k^{\prime}=1,2\) | \(r^{\prime\prime}=1,2\) |
\({O_{42}}\) | \(k=1,2\) | \(r=1,2,{\text{ }}r^{\prime}=1,2,{\text{ }}r^{\prime\prime}=1,2\) | |
\({O_{43}}\) | \(k^{\prime}=1,2\) | \(r^{\prime\prime}=1,2\) |
