Agenda 2022-11-17

Aanwezig: Witek / Ger / Joost

• OAS:

  • Toevoeging transformatiefuncties voor schedules in simulatie

  • Vraag over

  • Uit Kong et al. (2016)

    “The expected total idle time is given by \(T + E[w_{n+1}] − E[\sum_{i=1}^{n}u_i]\). Therefore, we only need to adjust the value of the overtime cost co to incorporate the cost of physician idle time.”

    Uit Koeleman and Koole (2012):

\[ \begin{aligned} C(x) &= \alpha W(x) + \gamma L(x) + \beta I(x) \\ &= \alpha W(x) + \gamma L(x) + \beta (Td + L(x) - N\beta_s - \lambda T \beta_e) \end{aligned}\]

References

Koeleman, Paulien, and Ger Koole. 2012. “Appointment Scheduling Using Optimisation via Simulation.” In Proceedings of the 2012 Winter Simulation Conference (WSC), 1–5. IEEE.

Kong, Qingxia, Chung-Yee Lee, Chung-Piaw Teo, and Zhichao Zheng. 2016. “Appointment Sequencing: Why the Smallest-Variance-First Rule May Not Be Optimal.” European Journal of Operational Research 255 (3): 809–21. https://doi.org/10.1016/j.ejor.2016.06.004.