Skills Data Science Robust Identification Strategy for Spatial Economics

Robust Identification Strategy for Spatial Economics

v20260724
jegeo-identification
This comprehensive guide provides advanced methodological strategies for authors submitting to the Journal of Economic Geography (JEG). It addresses critical challenges in establishing causal inference using spatial data, such as spatial autocorrelation, spillover effects (SUTVA violations), and structural elasticity identification. It covers modern techniques for spatial DID, Network Equilibrium Models (NEG), and qualitative case studies, ensuring methodological rigor.
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Overview

Identification Strategy (jegeo-identification)

When to trigger

  • A spatial regression rests on OLS + region fixed effects, or TWFE on staggered place-based policy
  • A quantitative-spatial / NEG model is estimated but it is unclear what in the spatial data identifies the key elasticities
  • Treatment in one region plausibly spills over to "control" regions (SUTVA across space is violated)
  • A qualitative/comparative-case paper makes a causal-sounding claim with no explicit logic of inference
  • You are unsure the strategy reads as credible to BOTH an economist and a geographer

The JEG identification bar

Because JEG bridges geographical economics and human geography, "identification" means different things by branch — but in all of them the spatial structure of the data is part of the identification problem, not a nuisance. Two threats are nearly universal at JEG and referees expect them confronted head-on: spatial autocorrelation in errors (inference) and spatial spillovers / general-equilibrium leakage across units (SUTVA). Pick the branch and make the data-to-claim mapping explicit.

Branch A: Spatial causal design (place-based policy, regional treatment)

  • Spatial DID / event study: with staggered adoption move beyond TWFE (Callaway–Sant'Anna, Sun–Abraham, de Chaisemartin–D'Haultfœuille); show clean event-study leads; report a Goodman-Bacon decomposition.
  • Spillovers / SUTVA across space: the control region is often the treated region's neighbor. Use donut/ring specifications, model spatial spillovers explicitly, or argue why leakage is bounded — do not assume independence across adjacent units.
  • Spatial RDD / border designs: geographic discontinuities (administrative borders) are powerful but demand a continuity argument across the border and attention to what else changes at it.
  • IV with a spatial instrument: Bartik/shift-share and geography-based instruments are common; defend exogeneity of the shares (Goldsmith-Pinkham et al.) or of the shocks, not just first-stage strength.
  • Inference: cluster at the spatial-treatment level AND address spatial correlation across clusters with Conley spatial-HAC standard errors; report how the cutoff distance was chosen.

Branch B: Quantitative-spatial / NEG model identification

  • Name what identifies each structural elasticity (trade elasticity, agglomeration elasticity, migration elasticity) — tie it to specific spatial variation or moments, not "the estimator converged."
  • Calibration vs. estimation: if elasticities are borrowed, say from where and show the counterfactual is not driven by an indefensible borrowed value; report sensitivity.
  • General-equilibrium counterfactuals: the headline welfare/relocation number depends on the model's spatial linkages — show which parameters and which spatial structure move it.

Branch C: Case-based / qualitative geographic inference

  • Make the logic of inference explicit: comparative cases, process tracing, or theory-building from a critical case — and state what would have falsified the claim.
  • Justify case selection on substantive spatial grounds; address generalizability rather than claiming it.

Shift-share / Bartik instruments in a spatial setting

Shift-share instruments are pervasive in economic geography (regional exposure to national shocks via local industry mix), and JEG referees scrutinize them closely. Two defenses, two literatures:

  • Exogenous shares (Goldsmith-Pinkham–Sorkin–Swift): identification rests on the pre-period industry shares being as-good-as-random; defend the shares' exogeneity and report the Rotemberg weights that show which industries drive the estimate.
  • Exogenous shocks (Borusyak–Hull–Jaravel): identification rests on many quasi-random national shocks; defend the shocks and the equivalent shock-level regression.

State which justification you rely on — "we use a Bartik instrument" without naming the identifying assumption is exactly the move a JEG referee flags.

Execution bridge (StatsPAI / Stata MCP)

Estimate and audit the design, don't only describe it. Full map: execution-with-mcp. JEG is spatial economics — spatial dependence and sorting; emphasize identification and Conley/spatial-robust inference.

  • detect_designrecommend → fit with as_handle=trueaudit_result.
  • Observational causal claims: staggered DiD (callaway_santanna / sun_abraham + bacon_decomposition + honest_did_from_result); IV (effective_f_test + anderson_rubin_ci); RDD (rdrobust + mccrary_test).
  • Experiments: randomization-based inference + romano_wolf for many-outcome control.
  • Sensitivity: oster_delta / sensemakr for observational claims.

Report the magnitude in interpretable units; route the full battery to the appendix. A run end-to-end (synthetic data, real returns) is in the JF execution walkthrough.

Checklist

  • Branch chosen; the spatial-data-to-claim mapping stated in one sentence
  • Spatial autocorrelation addressed in inference (Conley SEs / appropriate clustering; cutoff justified)
  • Cross-unit spillovers / SUTVA across space confronted, not assumed away
  • Staggered designs use a modern estimator; pre-trends/leads shown
  • Structural: each key elasticity tied to identifying spatial variation; counterfactual sensitivity shown
  • Qualitative: explicit inference logic + falsification condition + case-selection justification
  • The claim never exceeds what the spatial design supports

Anti-patterns

  • Default heteroskedastic SEs (or clustering on one dimension) when errors are spatially correlated
  • Treating neighboring regions as clean controls while the treatment spills across the border
  • TWFE on staggered place-based policy with no heterogeneity-bias discussion
  • "The estimator converged" offered as structural identification of agglomeration/trade elasticities
  • A qualitative paper making a causal claim with no stated logic of inference or falsifier
  • Reporting significance with asterisks instead of standard errors and confidence intervals

Worked vignette (illustrative)

A special economic zone is rolled out across regions and the paper estimates its effect on firm entry with TWFE and region-clustered SEs. Two JEG referees object: the economist says the zones were placed where growth was already accelerating (selection) and neighboring regions absorbed displaced firms (spillover inflates the gap); the geographer says "region" is the wrong scale because clusters cross administrative lines. The fix routes through all three: a Callaway–Sant'Anna estimator with clean leads (selection on trends), a ring specification isolating displacement (spillover), Conley SEs at a justified distance (spatial correlation), and a re-aggregation to commuting zones (scale). Only then is the entry effect — say a 6% rise, illustrative — credible to both readers.

Referee pushback mapped to the identification fix

  • "Your control regions are the treated region's neighbors — spillover inflates the effect." → Add ring/donut specs or a spatial-lag model; report the bounded effect net of displacement.
  • "Standard errors ignore that adjacent units co-move." → Conley spatial-HAC SEs over a range of cutoffs; show residual Moran's I.
  • "The agglomeration elasticity is calibrated, not identified." → Name the spatial variation that pins it; show the counterfactual is not driven by a borrowed value.
  • "This is a region case study calling itself causal." → State the inference logic and the falsifier explicitly, or downgrade the causal language.
  • "The result is an artifact of the spatial unit." → Re-estimate at another scale (the MAUP test) — partly a robustness move, but raised at identification.

Why spatial inference is non-negotiable at JEG

Economic-geography data violate the independence assumption almost by construction: nearby places share shocks, labor markets, and institutions. A JEG referee from the economics side treats overstated inference as a fatal flaw, and one from the geography side treats "space as iid error" as conceptually naive. Confronting spatial autocorrelation and spillovers is therefore not a robustness afterthought here — it is part of whether the design identifies anything at all. Decide the spatial error structure and the spillover structure before you read the point estimate, so the inference is not reverse-engineered to keep significance.

Output format

【Branch】spatial-causal / quantitative-spatial-model / qualitative-case
【Spatial-data-to-claim mapping】one sentence
【Spatial autocorrelation】inference fix (Conley / clustering; cutoff)
【Spillovers / SUTVA across space】how confronted
【Identification evidence】leads+Bacon / elasticity-to-variation / inference logic
【What it does NOT identify】[...]
【Next skill】jegeo-theory-model
Info
Category Data Science
Name jegeo-identification
Version v20260724
Size 9.26KB
Updated At 2026-07-28
Language