Methods Paper
Net Zero Industrial Policy Lab · Johns Hopkins University · May 2026

The Play Readiness Index

A subnational diagnostic for green industrial policy. Integrates capability with scope-2 credibility at the state-by-play resolution that CBAM and IRA-linked procurement actually evaluate.

Author Gilberto García-Vazquez Cycle Mexico, three plays, 32 federal entities Status v3.2 (May 2026) Forthcoming Aug 2026 — refactor for Research Policy / ICC
Briefing
00

Abstract

~245 words

Industrial policy has shifted to operating on subnational geographies while its diagnostic apparatus remains national. We introduce the Play Readiness Index (PRI), an integrated subnational diagnostic that combines five dimensions of readiness — a subnational specialization ratio (state vs national, not country-vs-world Balassa), relatedness density, labor-market depth, clean-energy share, industrial-park infrastructure — with a binary scope-2 grid-credibility gate and an absolute minimum-scale filter for anchor classification, operationalizing how CBAM and IRA-linked procurement actually evaluate manufacturer qualification. The state export denominator comes from INEGI's entidad-federativa series, which corrects the customs fiscal-HQ attribution bias present in standard subnational trade data.

We classify each state-play cell into one of eight archetypes (anchor, near-anchor, fragile exporter, latent reserve, stranded capacity, infrastructure orphan, peripheral, transitional) and validate the framework across an 18-specification methodological cross-product, a 1000-draw weight bootstrap, and benchmark comparisons against three alternative measures.

On Mexico's three top green industrial plays across all 32 federal entities (96 cells), 85 cells classify identically across every methodological specification; the Spearman rank correlation between PRI and the Hidalgo-Hausmann ECI for auto-supplier is −0.733 — a strong inverse relationship, not orthogonality, showing that complexity diversity does not predict play readiness.

Removing the scope-2 binary gate flips 23 cells — every one a promotion of a fossil-grid corridor state into anchor or near-anchor — validating its construction as a binding constraint rather than a continuous scoring dimension. The archetype each cell lands in determines which intervention is in scope (supplier development, clean-PPA procurement, blended finance, or grid reinforcement) and who owns it; the companion paper applies the framework to that diagnostic question.

Cells
96
32 states × 3 plays
Stable cells
85/96
across all 18 specs
PRI vs ECI ρ
−0.733
auto-supplier; inverse
Scope-2 flips
23
when gate removed
01

Introduction

three structural shifts

The diagnostic apparatus for industrial policy is at the wrong unit of analysis. National-level instruments — the Economic Complexity Index (Hidalgo & Hausmann 2009), the standard Revealed Comparative Advantage ranking (Balassa 1965), the Green Complexity Index (Mealy & Teytelboym 2022) — answer questions about countries when industrial policy has shifted to operating on states, regions, and metro areas.

Three structural shifts in the policy environment of 2024-2026 make the unit-of-analysis mismatch increasingly costly:

The empirical literature has begun to address each piece of this diagnostic gap separately, but none integrate capability with scope-2 credibility at the state-by-play resolution that policy now requires.

02

Conceptual foundation

5 dimensions + 1 gate

The PRI assembles five dimensions of subnational green industrial readiness, each addressing a distinct question implementers and investors actually ask:

The scope-2 credibility constraint operates as a binary gate, not a sixth scoring dimension. CBAM and IRA-linked procurement evaluate qualification at thresholds (qualify or not) rather than continuously. A state with strong capability but a fossil-dominant grid is disqualified from preferential access — its PRI summarizes the production architecture but the gate determines market access.

03

PRI construction

composite + archetypes

The composite is a weighted sum of the five within-play min-max-normalized dimensions (RCA and relatedness 0.25 each, labor-market depth 0.20, clean-energy share and park infrastructure 0.15 each). Because normalization is within-play, PRI ranks each state against its peers in the same play and is not comparable across plays; the archetype rules add the absolute floors — the fossil-share scope-2 gate and a $300M minimum-scale filter for anchor status — precisely to inject non-relative anchors (Figure 6). The eight-archetype taxonomy (anchor, near-anchor, fragile exporter, latent reserve, stranded capacity, infrastructure orphan, peripheral, transitional) is rule-based, not clustered, so each cell's archetype follows from a published rule book combining within-play percentiles, absolute gates, and the scale floor (Figure 7). Transitional is the rule book's residual branch and the largest single class (37 of 96 cells): for most cells no single constraint binds, and diagnosis is play-by-play.

The fragile-exporter construct identifies state-play cells with high export specialization (RCA ≥ 3) but a thin capability basket (relatedness density ≤ 0.30) — exporters whose position would not survive a moderate platform shock. Tlaxcala in EV components is the canonical case: RCA 7.4 on relatedness 0.03. This is distinct from the standard RCA-only ranking and is what the standard literature misses.

Diagram of the PRI composite: five weighted dimension segments summing to 1.0, plus two binary gate boxes (scope-2 fossil-share and $300M scale floor).
Figure 6. The PRI composite is a weighted sum of five within-play–normalized dimensions (RCA 0.25, relatedness 0.25, labor-market depth 0.20, clean-energy share 0.15, parks 0.15). Two binary gates — the scope-2 fossil-share guard and the $300M minimum-scale filter — then decide anchor and near-anchor status; neither is scored into the PRI.
Decision-tree flowchart of the eight-archetype classifier as a sequential cascade of rule tests, each routing to a colored archetype leaf.
Figure 7. The archetype rule book as a sequential cascade. Each cell falls through the tests top to bottom; the first matching rule assigns its archetype, and transitional is the terminal else. This is what makes the taxonomy interpretable: a cell's archetype is reconstructable from its dimension percentiles plus the two gates, with no clustering.
Heat map of 96 state-play cells colored by archetype.
Figure 1. Archetype distribution across 32 federal entities × 3 plays (96 cells), sorted by mean PRI (strongest at top); each cell's value is its PRI score. The single anchor (Aguascalientes) and the near-anchor cells are Bajío and Northeast states; the stranded-capacity cells mark the scope-2 gate's binding effect on the fossil-grid corridors.
Eight radar charts, one per archetype, showing the dimension profile that defines each type.
Figure 2. Per-archetype dimension radars (axes min-max normalized within play). Each archetype occupies a distinct configuration of the five dimensions. Transitional, the largest class (37 of 96 cells), is the rule book's residual branch: cells with no single binding constraint.
04

Validation

cross-product + bootstrap + benchmarks

Three validation exercises:

12-cell sensitivity-heatmap detail showing which cells flip across the 18-spec cross-product.
Figure 3. Left: the stability distribution across all 96 cells (85 fully stable across the 18 specs; 91 of 96 ≥0.90 under the bootstrap). Right: the 11 methodologically sensitive cells, showing the archetype each received across the 18 specifications.
Scatter plot of PRI vs ECI for the auto-supplier play across 32 states, with regression line.
Figure 4. PRI vs ECI for auto-supplier across the 25 federal entities with a defined ECI. Spearman ρ = −0.733 (n = 25). The negative slope is the validating result: PRI is not ECI in disguise.
Bar chart showing 24 cells flipping archetype when the scope-2 gate is removed.
Figure 5. Scope-2 gate effect. Removing the binary gate flips 23 cells — every one a promotion of a fossil-grid corridor state (Coahuila, Sonora, Tamaulipas, Nuevo León) from stranded-capacity up into anchor or near-anchor. The gate is what keeps the dirty-grid corridor out of the anchor pool: binding, not decorative.
05

Worked example

three Mexican plays

The three plays in NZIPL Mexico Cycle 1 — auto-supplier upgrading, EV components, grid hardware — produce different cell-level pictures:

Companion paper (forthcoming) applies these classifications to the diagnostic question — which finance instruments and procurement asks fit each archetype, and what bottleneck removal each policy lever would actually unlock.
06

Limitations and extensions

07

Methodological appendix

archetype rules + weights + reproducibility

Full archetype rule book, composite formula and weights, reproducibility instructions (pipeline at github.com/Gilix/nzipl-fragile-geographies, private — available to Lab collaborators), computational footprint, output schema, and figure index live in the source manuscript.

This stub renders the abstract, section structure, and key figures. The full draft (~9,600 words, sections §1-§7 plus appendix A.1-A.7) is available to Lab collaborators in the working-paper repository.