Iteration 2 Summary
Business Context: A decoration competition is held among colleges, where each college sends members to participate in rounds with different themes. The goal is to maximize the overall ranking of a college by strategically assigning members to rounds based on their strengths in specific themes.
Optimization Problem: The optimization problem aims to maximize the total ranking points of a college by assigning members to rounds in a way that leverages their strengths in specific decoration themes. The objective is linear, and constraints ensure that each member is assigned to a limited number of rounds and that each round has a specific number of participants.
Objective: maximize ∑(Rank_in_Round[Member_ID, Round_ID] × Assignment_Indicator[Member_ID, Round_ID])
Tables Created: 1
Tables Modified: 0
Tables Deleted: 0
Key Change: Added a new table for ranking points to address the missing optimization requirement. Updated business configuration logic to include scalar parameters and formulas. Ensured all tables meet the 3-row minimum rule.
Status: Complete
Confidence: high
Next Focus: Ready for convergence
Mapping Adequacy: mostly_good
Business Configuration Parameters: 3

Triple Expert Data: Values were determined based on realistic scenarios in a college decoration competition, considering the strengths of members in specific themes and the constraints on participation.