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Optics and Lenses

Optics are structured ways to focus on, observe, transform, or update part of a larger structure.

Lenses are the familiar case:

get : Whole -> Part
set : Whole x Part -> Whole

In modeling, optics are useful for understanding observations, projections, partial state, and boundary-specific views.

Examples:

  • An observable focuses on part of state and produces an observation.
  • A projection derives a view from source state or events.
  • A command may target a partial aspect of entity state while requiring broader context for validation.
  • A boundary may expose a view of an entity without exposing its full internal state.

Lawful optics preserve round-trip expectations. For example, if a view is updated and then read back, the read should reflect the update where that update is meaningful. Not every projection is a lawful lens: many projections are lossy, derived, eventually consistent, or read-only.

Optics help keep partial observation distinct from full state and derived views distinct from canonical history.

Related concepts: observable, observation, state, projection models, command, boundaries, equivalence vs equality.