min \sum_{p \in P} \sum_{s \in S_p} c^p_s \lambda^p_s\\

s.t.\\ \sum_{p \in P} \sum_{s \in S_p} a^p_{tds} \lambda^p_s \leq P^{max} \forall t \in T, d \in D\\
\sum_{s \in S_p} \lambda^p_s = 1 \forall p \in P \\
\lambda^p_s \in {0,1} \forall p \in P, s \in S_p\\
\\

\min LOS_p + F \cdot WP^{prio}_p \cdot \sum_{d \in D} y_{pd} - \sum_{t \in T} \sum_{d \in D} \mu_{td} x_{ptd} - \pi_p\\
s.t.\\
Rest