ممنون از پاسخ شما. من همین کار را کردم ولی نشد!!:
\begin{align}
\min \sum\limits_{i \in N} {({m_i} - {A_i} + {c_i}} )\, &&\\ \\
s.t.\,\,\,\,{m_i} - {A_i} \ge 0\,\,\,\,\forall i \in N\,\,\\ \\
& \sum\limits_{k \in M} {(s_k^i{b_k}) + B(\partial 1 - {y_{ij}}) \ge } \sum\limits_{k \in M} {(s_k^i{b_k})} + {L_i}\,\,\,\,\forall i,j \in N,i \ne j\,\,\\ \\
& {m_j} + B(1 - {z_{ij}}) \ge {m_i} + {c_i}\,\,\,\,\forall i \in N,i \ne j\,\,\\ \\
& {y_{ij}} + {y_{ji}} + {z_{ij}} + {z_{ji}} \ge 1\,\,\,\,\,\,\,\,\,\,\,\forall i \in N,\forall j \in N,i \ne j\,\,\,\,\\ \\
& \sum\limits_{k \in M} {s_k^i = 1} \,\,\,\,\forall i \in N\,\,\,\,\\ \\
& \sum\limits_{k \in M} {(s_k^i{b_k}) + {L_i} \le L\,\,\,\,} \forall i \in N\\ \\
& \sum\limits_{l \in M} {({\delta _{ilk}}s_k^i) = {x_{ik}}\,\,\,\,\,\,\forall i \in N,} \,\,\forall k \in M\\ \\
& ({d_k} - {D_i}){x_{ik}} \ge 0\,\,\,\,\,\,\forall i \in N,\,\forall k \in M\\ \\
\end{align}
توسط
Hmohammadiz
(30 امتیاز)
