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decision-matrix【数据与研究】Build a weighted decision matrix to evaluate options. Use when the user says "decision matrix", "compare options", "weighted scoring", "which option should we choose", "evaluate alternatives", "Wiegers priority matrix", "force field analysis", "decision table", "trade-off analysis", "option comparison" - even if they don't explicitly say "decision ma…
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Based on Software Requirements by Karl Wiegers & Joy Beatty - the Wiegers Priority Matrix that scores options across 4 factors (relative benefit, relative penalty, relative cost, relative risk) to produce a data-driven ranking. Also draws on Business Analysis Techniques by James Cadle for Decision Tables, Decision Trees, and Force-Field Analysis, and Lean Business Analysis by Mark Sherrington for Real Options thinking - deferring irreversible decisions until the last responsible moment. The key insight from Wiegers: gut-feel prioritization always favors the loudest stakeholder. A structured matrix makes trade-offs visible and defensible.
DECISION: [What are we choosing between?]
CONTEXT: [Why this decision matters now]
OPTIONS:
A: [option name and brief description]
B: [option name and brief description]
C: [option name and brief description]
DECISION MAKER: [who has final authority]
DEADLINE: [when must this be decided]
List criteria that matter for this decision. Common categories:
Each criterion gets a weight reflecting its importance (must total 100%):
| Criterion | Weight | Rationale |
|-----------|--------|-----------|
| Business impact | 30% | Primary driver per sponsor |
| Implementation cost | 25% | Budget-constrained project |
| Time to deliver | 20% | Regulatory deadline in Q3 |
| Technical risk | 15% | New technology stack |
| Scalability | 10% | Growth expected in Year 2 |
Get stakeholder agreement on weights before scoring. The weights reflect organizational priorities.
Rate each option against each criterion on a consistent scale (1-5 or 1-10):
| Criterion (Weight) | Option A | Option B | Option C |
|---------------------|----------|----------|----------|
| Business impact (30%) | 8 | 6 | 9 |
| Implementation cost (25%) | 5 | 8 | 3 |
| Time to deliver (20%) | 7 | 9 | 4 |
| Technical risk (15%) | 6 | 7 | 5 |
| Scalability (10%) | 4 | 5 | 9 |
For the Wiegers 4-factor variant, score each option on:
Priority = (Benefit% + Penalty%) / (Cost% + Risk%)
For each option: Sum of (score x weight) across all criteria.
Option A: (8x0.30) + (5x0.25) + (7x0.20) + (6x0.15) + (4x0.10) = 6.45
Option B: (6x0.30) + (8x0.25) + (9x0.20) + (7x0.15) + (5x0.10) = 7.15
Option C: (9x0.30) + (3x0.25) + (4x0.20) + (5x0.15) + (9x0.10) = 5.90
When scores are close (within 10%), use Cadle's Force-Field Analysis:
DRIVING FORCES (for change) | RESTRAINING FORCES (against)
=============================== | ===============================
[force] ------> strength: 4 | strength: 3 <------ [force]
[force] ------> strength: 5 | strength: 2 <------ [force]
The option with stronger net driving forces is preferred.
RECOMMENDATION: [Option X]
SCORE: [weighted score]
KEY TRADE-OFFS: [what you're giving up by choosing this option]
REVERSIBILITY: [can this decision be changed later? at what cost?]
DISSENTING VIEWS: [any stakeholder disagreements to note]
1. Choosing criteria after seeing the scores Bad: Adding or removing criteria to justify a preferred option. Good: Define and weight criteria before scoring. Lock them with stakeholder agreement.
2. Equal weights on everything Bad: All criteria weighted 20% each - hides the real priorities. Good: Force-rank criteria. If everything is equally important, nothing is important.
3. Scoring without evidence Bad: "I feel like Option A is an 8 on scalability." Good: "Option A uses a horizontally scalable architecture tested to 10K concurrent users - score 8."
4. Ignoring reversibility (Sherrington's Real Options) Bad: Treating all decisions as permanent. Good: If a decision is easily reversible, it may not need a full matrix. Invest analysis time proportional to the cost of being wrong.
5. Matrix replaces judgment Bad: "The matrix says Option B, so we go with B." Good: The matrix informs the decision. If the result feels wrong, the weights or criteria may be wrong - revisit them.