F | Set of farms available in our production field |
\({\varOmega }\) | Set of different uncertain scenarios |
C | Set of different potential customers for our vegetables |
\(y_{i}\) | Represents whether farm i is used or not |
\(x_{ij}^{\omega }\) | % of demand serviced from farm i to customer j under scenario \(\omega\) |
\(csv_{ij}^{\omega }\) | Cost of servicing the customer i from farm j under scenario \(\omega\) |
\(cgv_{i}\) | Cost for growing a vegetable on farm i |
\(d_{j}^{\omega }\) | Demand of customer j under scenario \(\omega\) |
\(r_{i}^{\omega }\) | Profitableness per hectare of farm i under scenario \(\omega\) |
\(s_{i}\) | Surface in hectares of farm i |
\(\pi ^{\omega }\) | Represents the probability of scenario \(\omega\) |