PENGO Workbench
Workbench / Patterns / Density Vacuum

PAT-0280

Density Vacuum

A structural condition where a region expected to contain sufficient nodes, edges, coverage, or relationships falls below declared density thresholds.

Primary Lenses

LEN-0100

Absence Lens

Detects structurally required elements that are missing from the observed structure.

Lens Application

The Absence Lens is a strong inspection mechanism for Density Vacuum because it focuses attention on structurally expected elements that are not observed. It helps compare declared density thresholds against missing nodes, weak coverage, absent links, or relationship gaps in the inspected region.

Inspect For

  • Missing required nodes within the region
  • Expected edges or relationships not present
  • Coverage gaps below declared thresholds
  • Sparse areas where structure should be denser

Avoid

Treat missing elements as inspection signals, not conclusive evidence that Density Vacuum is present.

LEN-0140

Compression Lens

Reduces structural graphs into stable minimal representations for comparison, redundancy detection, and diffing.

Lens Application

The Compression Lens is a strong inspection mechanism for Density Vacuum because it removes redundant structure and exposes whether the remaining minimal graph still contains enough nodes, edges, and coverage. Sparse compressed forms can highlight where expected relationship density has collapsed or become uneven.

Inspect For

  • Compressed regions with unusually few retained nodes or edges
  • Missing links after redundant paths are removed
  • Density drops between comparable graph segments
  • Minimal representations that lose expected coverage

Avoid

Treat sparse compressed output as an inspection signal, not confirmation that Density Vacuum is present.

Secondary Lenses

LEN-0160

Constraint Sufficiency Lens

Evaluates whether declared constraints are sufficient to eliminate structural degrees of freedom.

Lens Application

The Constraint Sufficiency Lens applies indirectly to Density Vacuum by testing whether constraints are specific enough to expose under-connected, under-covered, or weakly related areas. It does not directly measure density, but can reveal where missing constraint coverage allows structural gaps to remain ambiguous.

Inspect For

  • Constraints that fail to require minimum node or edge coverage
  • Regions where sparse relationships still satisfy declared rules
  • Unconstrained degrees of freedom around expected coverage
  • Thresholds implied but not explicitly declared

Avoid

Treat constraint insufficiency as a supporting inspection signal, not a density measurement or confirmation that Density Vacuum is present.

Primary Issue Matches

Supporting Issue Matches