Decision matrix, decision tree
The sub-topic Decision Theory includes materials and calculation tools for two methods: the decision matrix and the decision tree. Both methods are used for decision-making, including situations involving uncertainty.
The Documents & Materials section contains a mathematical description of the calculation tool and sets of exercises (two exercises for each of three difficulty levels).
Specifically, the following elements are covered:
Decision Matrix
-Basic concepts and definitions
-Decision rules:
1. Maximax rule (optimistic)
2. Maximin rule (Wald criterion, pessimistic)
3. Laplace rule (principle of insufficient reason)
4. Hurwicz rule (optimism index)
5. Savage-Niehans rule (minimax regret)
6. Expected value rule (Bayes criterion)
Decision Tree
-Decision nodes, chance nodes, outcome nodes
-Rollback method (backward induction)
-Visualization
-Tree structure
| Dokument | Typ | Seiten | Aktionen |
|---|---|---|---|
|
📄 Decision matrix> Mathematical Foundations and User Manual |
Teaching material | 8 | 👁️ Open |
|
📄 Decision tree> Mathematical Foundations and User Manual |
Teaching material | 10 | 👁️ Open |
|
📄 Decision matrix> Collection of exercises |
Teaching material | 11 | 👁️ Open |
|
📄 Decision tree> Collection of exercises |
Teaching material | 10 | 👁️ Open |
Decision-making under uncertainty: Maximax, Maximin, Laplace, Hurwicz, Savage-Niehans, Expected Value
🚀 Tool Open