Iteration 2 Summary
Business Context: A security agency aims to minimize the total number of casualties (killed and injured) by optimally allocating resources to monitor and prevent incidents in different locations. The agency has a limited number of resources and must ensure that the allocation does not exceed the maximum allowed casualties per location.
Optimization Problem: The agency wants to minimize the total casualties (sum of killed and injured) by deciding how many resources to allocate to each location. The resources are limited, and each location has a different impact on reducing casualties based on historical data. The problem is formulated as a linear optimization problem with constraints on total resources and maximum allowed casualties per location.
Objective: minimize ∑(killed[i] + injured[i])
Tables Created: 1
Tables Modified: 0
Tables Deleted: 0
Key Change: Added tables for missing optimization requirements (killed[i] and injured[i]), updated business configuration logic, and ensured schema follows normalization principles.
Status: In progress
Confidence: medium
Next Focus: Define the missing parameters (killed[i] and injured[i]) and refine the constraints to better reflect the resource allocation problem.
Mapping Adequacy: partially_adequate
Business Configuration Parameters: 0
