Real Effects of Centralized Markets: Martin (2025)

What this is. The core results, hypotheses, and empirical specifications of this paper, distilled from the PDF. To replicate or extend, read the full source at the original or access the replication code at the Harvard Dataverse.

TL;DR

The paper asks whether centralizing derivative markets has real effects on the underlying product markets. It exploits two staggered introductions of NYMEX steel futures contracts in the United States: hot-rolled coil (HRC) futures in October 2008 and busheling scrap (BUS) futures in September 2012. Using a difference-in-differences strategy comparing treated steel products (HRC, BUS) to similar untreated products (cold-rolled coil, plates, heavy-melting scrap, shredded scrap), the paper finds that futures markets: (1) reduce physical product price dispersion by about 6 percentage points (CV), consistent with futures prices acting as public reference prices; (2) increase producers’ reported use of commodity derivatives, consistent with improved hedging; (3) make market shares more sensitive to production costs, reallocating share toward low-cost producers; (4) reduce product prices by 3-4%; and (5) reduce producer operating profits by 1.6-2.2 percentage points across specifications and stock market valuations by 4-5%. The results are consistent with centralized futures markets fostering competition in the underlying product market through improved price transparency and risk management.

Core results

Magnitudes and significance are as reported; \*\* = 5%, \*\*\* = 1% level. Locators point into the source PDF.

#	Result	Locator	Magnitude
R1	Futures introduction reduces price dispersion (CV) by 6 pp for treated relative to control steel products	Table 2 Panel B col 1, p. 2158	Coefficient on Post x Futures_product = -0.057*** (SE 0.011); stable across cols 2-5 with demand, supply, trade controls
R2	Futures introduction reduces price dispersion (SD) by ~$39/ton for treated products	Table 2 Panel A col 1, p. 2158	Coefficient = -38.636*** (SE 7.737); stable across specifications; parallel pre-trends confirmed (Figure 2)
R3	Treated producers significantly increase commodity hedging after futures introduction	Table 3 col 1-3, p. 2161	Coefficient on Post x Futures_firm = 0.258*** (0.089), 0.248*** (0.091), 0.215** (0.096); parallel pre-trends (Figure 3)
R4	Market shares become more sensitive to costs after futures: EAF producers gain 0.5-0.8 pp more share per 10% iron-ore/scrap price increase	Table 4 col 1-3, p. 2163	Post x Futures_firm x EAF x Iron/Scrap = 0.054*** (0.016), 0.078*** (0.023), 0.073*** (0.020)
R5	Product prices fall 3-4% for treated relative to control products after futures introduction	Table 5 col 1-5, p. 2164	Post x Futures_product: -0.032*** (0.005) to -0.040*** (0.007); significant at 1% with full controls; parallel pre-trends (Figure 4)
R6	Producer operating profits fall 1.6-2.2 pp across specifications for treated relative to control firms after futures introduction	Table 6 cols 1-7, p. 2166	Post x Futures_firm: -0.016*** (0.004) to -0.022*** (0.004); significant at 1% across all seven specifications; parallel pre-trends (Figure 5)
R7	Producer stock prices fall 4-5% around news events increasing likelihood of a futures contract	Table 7 col 1-4, p. 2169	Futures_firm coefficient on CAR_{-2,+2}: -0.049*** (0.010) to -0.037*** (0.012) across market-adj., CAPM, 3-factor, 4-factor models
R8	Price-dispersion effects hold separately for both futures introductions	Table 8 Panel A col 2 and Panel B col 2, p. 2174	CV(Price): HRC -0.049*** (0.015); BUS -0.064*** (0.012). BUS-only results exclude the 2008 financial crisis and commodity boom-bust period
R9	No differential change in non-U.S. producers’ hedging around U.S. futures introductions	Table 9 col 1, p. 2175	Post x Futures_firm = 0.009 (0.067), not statistically significant
R10	No differential change in non-U.S. producers’ cost sensitivity of market share	Table 9 col 2, p. 2175	Post x Futures_firm x EAF x Iron/Scrap = 0.008 (0.023), not statistically significant
R11	No differential change in non-U.S. producers’ profits	Table 9 col 3, p. 2175	Post x Futures_firm = -0.000 (0.003), not statistically significant
R12	No differential non-U.S. producer stock-market response to futures news	Table 9 col 4, p. 2175	Futures_firm CAR = -0.004 (0.022), not statistically significant

Overall (paper’s conclusion). Centralized futures markets reduce price dispersion, increase cost-sensitivity of market shares, lower prices, and compress producer profits and valuations. The results are consistent with two channels: futures prices as public reference prices (improving buyer search and competition, as in Grennan and Swanson 2020 on hospital-supplier pricing) and improved risk management (which can ease financing constraints and support investment in market share, as in Froot, Scharfstein, and Stein 1993 and Chevalier and Scharfstein 1996). The paper presents both channels as contributing to product-market competition, but does not disentangle their relative importance.

Theory / model

The paper has no formal structural model. Instead it derives testable hypotheses from two theoretical channels in the literature.

Reference price channel. Following Janssen, Pichler, and Weidenholzer (2011) and Duffie, Dworczak, and Zhu (2017), in decentralized search markets buyers have limited information about prices offered by other sellers. Price dispersion is a manifestation of this ignorance (Stigler 1961). When a futures market publishes reference prices, buyers can compare a seller’s offered price against the publicly observed futures benchmark, improving their bargaining position and enabling more effective search. The equilibrium predictions are:

• Price dispersion decreases.
• Market shares become more sensitive to production costs (buyers identify low-cost sellers more easily).
• Average prices fall (sellers reduce markups).

Risk management channel. Futures markets may improve or impair producers’ hedging ability. The net effect is theoretically ambiguous: centralization lowers counterparty risk and increases liquidity (Telser and Higinbotham 1977; Telser 1981; Vuillemey 2020), helping hedging. But increased price transparency may reduce risk-sharing opportunities (Hirshleifer 1971; Goldstein and Yang 2022), harming hedging. Empirically, the paper finds net hedging increases. Following Froot, Scharfstein, and Stein (1993) and Chevalier and Scharfstein (1996), improved hedging stabilizes cash flows, enabling otherwise liquidity-constrained firms to invest in market share by lowering prices. The prediction: if hedging improves, prices fall further and market shares reallocate toward low-cost producers.

Perez-Gonzalez and Yun (2013) document that weather derivatives improved energy-utility risk management and firm investment.

Identification logic. The key identifying assumption is a parallel trends condition: treated products (HRC, BUS) would have followed the same trends as control products (cold-rolled coil, plates, heavy-melting scrap, shredded scrap) absent the futures introductions. Three facts support this: (1) treated and control products exhibit comparable ex ante price volatility, a requirement for futures viability; (2) parallel pre-trends in outcomes for products and firms; (3) placebo tests show no differential evolution for non-U.S. producers of treated products following the U.S.-targeted introductions.

Method

The headline empirical design is a stacked difference-in-differences (DiD) exploiting the two staggered NYMEX futures introductions (HRC in October 2008, BUS in September 2012). For each introduction, the paper constructs a symmetric event window of 40 publication dates (product-level) or 9 years (firm-level) around the futures start date, then stacks the two panels and estimates a single DiD coefficient.

Product-level specification (equation 3.1, p. 2155, price dispersion and price):

$$\text{PriceDispersion}_{k,p,t} = \beta \cdot \text{Post} \cdot \text{Futures}_{product,k,p} + \alpha_{k,p} + \alpha_{k,t} + \varepsilon_{k,p,t} \tag{3.1}$$

where $k$ indexes the futures introduction (HRC, BUS), $p$ indexes the steel product, $t$ indexes the publication date. $\text{Futures}_{product}$ equals one for hot-rolled coils (HRC introduction) and busheling scrap (BUS introduction). $\text{Post}$ equals one after trading begins. $\alpha_{k,p}$ and $\alpha_{k,t}$ are product and publication-date fixed effects specific to each introduction event. Standard errors are clustered by publication date. The coefficient $\beta$ measures the change in price dispersion for treated versus control products after futures introduction.

Firm-level hedging specification (equation 4.1, p. 2160):

$$\text{Hedge}(1/0)_{k,i,y} = \beta \cdot \text{Post} \cdot \text{Futures}_{firm,k,i} + \sum_{\tau=-4}^{4} \left( \theta_\tau' X_{k,i} \right) \mathbf{1}\{y=\tau\} + \alpha_{k,i} + \alpha_{k,y} + \alpha_{k,j,y} + \varepsilon_{k,i,y} \tag{4.1}$$

where $i$ indexes firms, $y$ indexes years, $j$ indexes 3-digit NAICS industries. $\text{Futures}_{firm}$ equals one for HRC producers (BUS introduction: ferrous scrap sellers). Baseline controls (log assets, firm age, sales growth) are measured at the last pre-introduction quarter and interacted with year fixed effects. Standard errors clustered by firm.

Market share cost-sensitivity specification (equation 4.2, p. 2162):

$$\text{MarketShare}_{i,q} = \beta \cdot \text{Post} \cdot \text{Futures}_{firm,i} \cdot \text{EAF}_i \cdot \text{Iron/Scrap}_q + \alpha_i + \alpha_q + \alpha_{j,q} + \varepsilon_{i,j,q} \tag{4.2}$$

where $q$ indexes year-quarters, $\text{EAF}_i$ indicates electric arc furnace producers who benefit from cheap scrap, and $\text{Iron/Scrap}_q$ is the quarterly price ratio of iron ore to scrap prices. $\beta$ measures the change in EAF producers’ market-share sensitivity to input price variation after futures introduction.

Event study specification (equation 4.3, p. 2168):

$$\text{CAR}_{i,e} = \beta \cdot \text{Futures}_{firm,i,e} + \alpha_e + \alpha_i + \varepsilon_{i,e} \tag{4.3}$$

where $e$ indexes news events related to futures introductions, and CAR is measured over the 5-day window $[-2, +2]$ around the event using market-adjusted returns, CAPM, Fama and French (1993) three-factor, and Carhart (1997) four-factor models.

The builds on difference-in-differences, panel-regression, and event-study technique primitives. The identification rests on natural-experiment: the staggered NYMEX product selection decisions are treated as quasi-exogenous events (exchanges chose which products based on liquidity-versus-basis-risk trade-offs, not potential real-economy externalities).

Empirical specifications

Price dispersion (R1, R2). Panel: 19,653 product-publication-date observations. Window: 40 publication dates (SteelBenchmarker biweekly releases) before and after each introduction, stacked across HRC and BUS. Outcomes: SD(Price) and CV(Price) across reporting firms per product-date. Robustness: columns 2-5 add domestic demand controls (GDP growth, key-sector output interacted with Futures_product), supply controls (U.S. production growth, capacity utilization), and trade controls (import growth rates), all interacted with the treatment indicator. Standard errors clustered by publication date. Dynamic coefficient plot (Figure 2) confirms no pre-trend and immediate post-treatment break (p. 2158-2159).

Producer hedging (R3). Firm-year panel: 2,993 observations. Window: firms in years $y=-4$ to $y=4$ relative to each futures start, stacked across HRC and BUS. Outcome: indicator for any mention of commodity derivatives in SEC annual report. Fixed effects: firm, year, and industry-year (3-digit NAICS) interacted with each introduction. Robustness: column 3 adds controls-times-year interactions. Parallel pre-trends confirmed (Figure 3). Profits-steel price correlation (Table A.7) provides additional evidence: treated producers’ profits become less correlated with steel prices after futures introduction (pp. 2160-2161).

Market share cost-sensitivity (R4). Restricted to HRC introduction (EAF/BOF distinction applies only to raw steel). 1,419 firm-year-quarter observations from Q1 2007 to Q3 2010. Fixed effects: firm, year-quarter, and industry-year-quarter (3-digit NAICS). Controls: log assets, firm age, sales growth measured at last pre-introduction quarter interacted with year-quarter FE. All interactions of Post, Futures_firm, EAF, and Iron/Scrap included. Standard errors clustered by firm (p. 2162-2163).

Product prices (R5). Same panel as price dispersion (19,653 observations). Outcome: ln(average price per ton). Specification mirrors equation 3.1. Demand, supply, and trade controls added in columns 2-5. Dynamic plot (Figure 4) shows price decline emerges only post-futures and persists to end of sample (pp. 2163-2164).

Producer profits (R6). Firm-year-quarter panel: 5,095 observations. Window: $q=-7$ to $q=7$ relative to each introduction, stacked. Outcome: operating profit/beginning-of-quarter total assets (Compustat oibdpq/atq). Fixed effects: firm and industry-year-quarter. Seven robustness columns control for: business cycle, iron/scrap price exposure, import competition, industry segment controls, and M&A exclusions (Table 6 cols 2-7). Significant at 1% throughout. Dynamic plot (Figure 5) confirms parallel pre-trends and persistent post-introduction decline (pp. 2165-2167). The estimated profit specification follows the firm-level DiD structure described on p. 2165:

$$\text{Profit}_{k,i,q} = \beta \cdot \text{Post} \cdot \text{Futures}_{\text{firm},k,i} + \sum_{\tau=-7}^{7} \left( \theta_\tau' X_{k,i} \right) \mathbf{1}\{q=\tau\} + \alpha_{k,i} + \alpha_{k,j,q} + \varepsilon_{k,i,q}$$

Columns 1-7 add controls and exclusions as described above. Columns 1-2 use 5,095 firm-quarter observations; later columns have fewer observations because of added controls and exclusions. Firm and industry-year-quarter fixed effects are included, with standard errors clustered by firm (Table 6, p. 2166).

Stock market valuations (R7). 1,106 firm-event observations across five HRC events (2007-2008) and two BUS events (2012). CAR measured over 5-day window $[-2, +2]$ using CRSP daily returns benchmarked against market-adjusted, CAPM, FF3, and Carhart four-factor models. Event-study OLS includes firm and event-date fixed effects. Standard errors clustered by firm. Robustness: results hold for alternative windows $[d-2, d+3]$, $[d-3, d+3]$; removing any single event; excluding below-median market return days (pp. 2168-2170).

Placebo tests (R9-R12). Non-U.S. firms (from Compustat Global/Refinitiv) selling treated products in countries without steel futures show no significant changes in hedging, market share sensitivity, profitability, or CAR around the NYMEX introductions. Table 9 reports 4,054 hedge observations, 2,394 market-share observations, 7,303 profit observations, and 1,804 firm-event CAR observations. The four specifications are:

$$\begin{aligned} \text{Hedge}_{i,y} &= \beta_1 \cdot \text{Post} \cdot \text{Futures}_{\text{firm},i} + \alpha_i + \alpha_y + \varepsilon_{i,y}, \\ \text{MarketShare}_{i,q} &= \beta_2 \cdot \text{Post} \cdot \text{Futures}_{\text{firm},i} \cdot \text{EAF}_i \cdot \text{Iron/Scrap}_q + \alpha_i + \alpha_q + \varepsilon_{i,q}, \\ \text{Profit}_{i,q} &= \beta_3 \cdot \text{Post} \cdot \text{Futures}_{\text{firm},i} + \alpha_i + \alpha_{j,q} + \varepsilon_{i,q}, \\ \text{CAR}_{i,e} &= \beta_4 \cdot \text{Futures}_{\text{firm},i,e} + \alpha_e + \alpha_i + \varepsilon_{i,e}. \end{aligned}$$

These are the placebo analogues of the U.S. specifications in Table 9 (p. 2175). The table includes firm FE and year FE for hedging, firm FE and year-quarter FE plus the listed interactions for market share, firm FE and year-quarter FE for profits, and firm FE and event-date FE for CAR. Standard errors are clustered by firm in all four specifications. The U.S. control-product placebo shows no differential reaction either (Table A.15, discussed on p. 2175).

Datasets used

Dataset	Role in paper	Wiki page
SteelBenchmarker (proprietary price database)	Product-level bi-weekly reported transaction prices for 6 steel products; primary source for price dispersion and price-level tests (R1, R2, R5)	SteelBenchmarker (licensed)
Compustat North America Fundamentals Quarterly	Firm accounting data (assets, sales, profitability), identification of treated firms by product description, construction of profit variable (R6)	WRDS / Compustat (licensed)
SEC EDGAR (annual report text)	Firm product descriptions and commodity derivative mentions for hedging analysis (R3); treatment status classification	SEC EDGAR
CRSP daily stock returns	Stock prices for CAR computation (R7) and treatment status confirmation	WRDS / CRSP (licensed)
U.S. Geological Survey (USGS)	Steel production quantities by product for production quantity tests and trade controls	No page yet
Bureau of Economic Analysis (BEA)	Quarterly GDP growth and key steel-consuming sector output for demand controls	No page yet
PPI for Iron Ore and Steel Scrap (BLS)	Iron ore-to-scrap price ratio for market-share cost-sensitivity test (R4)	No page yet
Compustat Global / Refinitiv	Non-U.S. firm data for placebo tests	No page yet

Sample (firm-level): Compustat North America, 2003-2017. Sample (price-level): SteelBenchmarker, January 2007-December 2017. All firm-level variables winsorized at 1st and 99th percentiles.

When to read the full paper

Use the original if you are: studying real effects of financial market innovations on product markets (Tables 2-7 with full robustness); examining how price transparency and risk management interact as channels for competition; replicating the DiD or event-study design (replication code at the Harvard Dataverse); generalizing findings to other industries with similar market structure (Section 5.2); or assessing the external validity of the parallel trends assumption (Figures 2-5, Table A.3-A.5).

Attribution and rights

Source: peer-reviewed, The Review of Financial Studies 38(7), 2025. This distillation was extracted with AI assistance and checked against the source PDF on 2026-10-04; it has not been independently reproduced. The CC BY 4.0 licence permits mirroring; the verbatim PDF is not hosted in this batch.

Attribution (CC BY 4.0). Martin, Thorsten. “Real Effects of Centralized Markets: Evidence from Steel Futures.” The Review of Financial Studies 38, no. 7 (2025): 2140-2181. DOI: 10.1093/rfs/hhaf011. © 2025 The Author(s). Licensed under CC BY 4.0. This page is an adaptation by the Institute for Automated Research: core results extracted and re-expressed; changes were made.