The 751-line architecture.md violated the SDD process modular documentation target (~500 lines). It also had duplicate TaskGraph class definitions (one monolith, one decomposed) that directly contradicted each other, and embedded consumer-specific tool dispatch mappings that belong in downstream projects. Changes: - Split into 8 focused documents + 7 ADR records + redirect page - Removed the monolithic TaskGraph class (kept only decomposed version) - Moved CLI→plugin dispatch mapping out (belongs in plugin architecture) - Extracted implementation code (frontmatter splitter, findCycles, DAG propagation) into WHAT/WHY descriptions per architect role spec - Added proper ADR format for all resolved design decisions - Fixed review issues: C_fail mapping, DuplicateNodeError/DuplicateEdgeError types, ValidationError/GraphValidationError definitions, mutation error handling contract, enum naming convention, validation timing clarification
1.2 KiB
1.2 KiB
ADR-003: topologicalOrder throws CircularDependencyError on cyclic graphs
Status: Accepted
Context
When a graph has cycles, topological sort cannot produce a complete ordering. Options: return null, return a partial ordering, or throw an error with cycle information.
Decision
Throw CircularDependencyError with cycles populated from findCycles(). Do not return a partial ordering or null.
Consequences
Positive
- Prevents silent ignoring of cycles — consumers get explicit error information
CircularDependencyError.cyclesprovides the actual cycle paths for error reporting- Simpler return type —
string[]instead ofstring[] | nullorstring[][] - Both consumers treat cycles as bugs: alkhub data comes from validated DB schema; OpenCode plugin data comes from frontmatter that should be validated before graph construction
Negative
- Callers who want "best effort" ordering on cyclic graphs must catch the error and call
findCycles()separately - Cannot get partial results — if you want "topo sort of the acyclic portions," that requires filtering first
Mitigation
findCycles() and hasCycles() are available for consumers that want to handle cycles gracefully before calling topologicalOrder().