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Named Entities in History

Handle nested historical entities only when the inner span carries information your project actually consumes — chiefly a place you need to geocode or a person you need to attach to a role — and skip it when you are merely counting flat mentions. Nesting roughly doubles annotation effort and is unsupported by most off-the-shelf pipelines, so it is a deliberate trade-off, not a default. This article gives you the signals that say yes, the signals that say no, and a cheap two-layer approximation when you fall in between.

What counts as a nested historical entity? ​

A nested entity is a tagged span sitting inside another tagged span. Three patterns dominate historical sources:

  • Place inside institution: University of Padua, Bank of England
  • Place inside role: the Bishop of Durham, Governor of Bombay
  • Person inside organisation: Baring Brothers, the House of Medici

In each case a flat tagger forces a single label and loses one layer. The question is whether that lost layer matters for what you are building.

When is it genuinely worth the cost? ​

Two situations justify nested handling outright:

  1. Geocoding from titles. If you map dioceses, universities or colonial offices, the place inside the title is your coordinate source. Collapsing Bishop of Durham to a role loses Durham; collapsing it to Durham loses the office.
  2. Role-based prosopography. If you reconstruct who held which office when, you need both the person and the place-or-body bound into the role.

If neither applies — say you only want a frequency chart of how often any organisation is mentioned per decade — nesting is wasted effort.

Why not just take the deepest spans? ​

Because the outer span is often the entity that matters. Consider how differently these resolve:

Surface formOuter entityInner entityIf you keep only inner
University of PaduaORG (institution)Padua (PLACE)event misattributed to a city
Bishop of DurhamROLE/ORGDurham (PLACE)the office vanishes
Bank of EnglandORGEngland (PLACE)a nation, not a bank

Deepest-only is a silent data-quality bug: your network or map looks complete but points at the wrong nodes.

What does true nested NER cost? ​

Honest accounting before you commit:

  • Annotation: layered or span-based schemes are slower; budget about double the per-document time of flat IOB tagging.
  • Tooling: most spaCy and transformers NER heads emit flat spans. True nesting means a span-based architecture or a layered model you maintain yourself.
  • Evaluation: a single flat F1 is meaningless; you need per-layer scoring.

How do I approximate nesting cheaply? ​

Most projects do not need a research-grade nested model. A two-layer pipeline recovers the practical value:

python
def two_layer(text, ner, place_gaz):
    outer = ner(text)                      # flat NER: gets ORG / ROLE spans
    enriched = []
    for span in outer:
        # second pass: find a known place inside the outer span
        inner = place_gaz.match_inside(span)
        enriched.append({**span, "inner_place": inner})
    return enriched

Run flat NER for the outer entity, then a targeted second pass — a place gazetteer or a regex over ... of <Place> title patterns — to recover the inner span. This captures the geocoding and prosopography cases at a fraction of the annotation cost.

How should you evaluate it? ​

Never report one number. Score the outer layer and the inner layer separately, so a model that recognises institutions but misses the place inside cannot hide behind an average. Report, for example, outer-span F1 of 0.88 and inner-place recall of 0.71 as two distinct figures.

So when should you say no? ​

Say no when: your output is aggregate counts, your sources rarely embed places in titles, your team cannot fund the extra annotation, or your deadline rules out a custom evaluation. In those cases flat NER plus clear documentation of the limitation is the professional choice.

Key Takeaways ​

  • Nesting is a deliberate trade-off; handle it only when the inner span feeds geocoding or role-based prosopography.
  • Deepest-only extraction is a silent bug: it misattributes institutions to bare places.
  • True nested NER roughly doubles annotation effort and needs span-based tooling most pipelines lack.
  • A two-layer pipeline (flat NER plus a gazetteer or title regex) captures most practical value cheaply.
  • Evaluate each layer separately; a single flat F1 hides inner-span failure.
  • Say no when you only need flat counts or cannot fund the extra annotation, and document the limitation.

Frequently Asked Questions ​

What exactly is a nested historical entity? ​

It is an entity span that contains another tagged entity inside it, such as 'the Bishop of [Durham]' where Durham is a PLACE inside a wider role-or-organisation reference, or '[University of [Padua]]' where a place sits inside an institution name.

When is handling nested entities actually worth it? ​

When the inner entity carries information you need downstream, typically place-in-title for geocoding or person-in-role for prosopography. If you only count flat mentions for a frequency chart, nesting adds cost without payoff.

Why not just always extract the deepest spans? ​

Deepest-only loses the outer entity's meaning. 'University of Padua' geocodes and links very differently from bare 'Padua', and collapsing to the inner place silently misattributes events to a city rather than an institution.

What does nested NER cost compared with flat NER? ​

Nested models are harder to train, need span-based or layered annotation that is slower to produce, and most off-the-shelf pipelines output flat spans only. Budget roughly double the annotation effort and a custom evaluation.

Can I approximate nesting without a true nested model? ​

Yes. Run flat NER for the outer span, then a second targeted pass (a place gazetteer or a regex over titles) to recover the inner entity. This two-layer pipeline captures most practical value at a fraction of the cost.

How do I evaluate nested extraction fairly? ​

Score each layer separately rather than with a single flat F1. Report outer-span and inner-span metrics so a model that nails institutions but misses the place inside is not flattered by an average.