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Analysis
Analysis helps compare building blocks by situations, perspectives, and structural relations.
After this page, you can
- read a matrix as the intersection of two subject axes
- understand results as context-specific selections
- interpret empty cells and differences correctly
Matrix logic
Two axes condense the graph into a selection
A cell contains the building blocks that match both its row and column.
| Matrix logic | Foundations | Implementation | Operations |
|---|---|---|---|
| Concept | Orientation | Principles | Effects |
| Method | Approach | Execution | Control |
| Technology / Tool | Base | Work instrument | Runtime |
01
What analysis is for
Analysis connects the meaning of a building block with the situations in which it can help. The matrix crosses classifications and shows matching building blocks per combination.
- Compare building blocks along segments and perspectives.
- Spot intersections between topic spaces.
- Open relevant building blocks from a situation.
02
How to read the matrix
Each cell shows building blocks that fit a selected combination. In the current collection an empty cell marks an open curated assignment.
- Rows and columns define context.
- Building blocks in cells are curated pointers.
- Open a building block to inspect definition and relationships.
03
Limits of analysis
Analysis focuses on relevant entry points for decisions. It grows together with the model and its curated assignments.