Explore key metrics for assessing market concentration, including Concentration Ratios and the Herfindahl-Hirschman Index, and learn how they inform strategic and regulatory decisions.
Industry concentration is a handy concept when analyzing how control of a market is distributed among its major participants. The more an industry’s market share is dominated by a few large players, the higher its concentration. Picture a small pizza shop in a neighborhood dominated by two major pizza chains: it’s tough to get a slice of the market if a handful of well-known brands claim most of the territory.
I remember the first time I tried applying these measures in a consulting project: I was helping a medium-sized agribusiness firm assess whether it could enter a new local market. We realized that in certain regions, the top three companies controlled almost 80% of the market, implying high barriers to entry. It felt like—how can I put it—trying to sell water at a beach that’s already owned by a couple of giant beverage stands. I was surprised how these concentration measures (like CR4 or HHI) guided strategic decisions so effectively.
In this section, we’ll explore the main tools for measuring industry concentration, delve into how they’re used, and offer advanced insights into their implications for mergers, acquisitions, and antitrust policy—a topic that frequently appears in both real-world corporate decisions and higher-level finance examinations.
A Concentration Ratio (CRn) tallies the combined market share of the top n firms in an industry. Often n = 4 or n = 8. So, if we see something like CR4 = 75%, that means the top four firms together control 75% of total industry sales or capacity.
• CR4 < 40% → More competitive industry.
• CR4 between 40% and 60% → Moderately concentrated.
• CR4 > 60% → Highly concentrated, indicating more oligopolistic conditions.
Think about the airline market in some regions. You might find that four major carriers control the lions’ share of flights, leaving smaller airlines with only niche routes. This real-world phenomenon underscores the value of a CR4 measurement: it’s a quick snapshot of the potential market power commanded by the largest participants.
While CRn is a simple tool, the Herfindahl-Hirschman Index (HHI) is considered more nuanced by competition authorities worldwide (particularly in the United States). The HHI is computed by summing the squares of the market shares (in percentage form) of all firms in the market:
where \( s_i \) is the market share (expressed as a decimal) of the \(i\)-th firm, and \(N\) is the total number of firms. For instance, if one firm’s market share is 30% (0.30), you square 30 (the percentage expression) to get 900, then add that to the squared percentages of all other firms.
• 0–1,500 → Unconcentrated (competitive)
• 1,500–2,500 → Moderately concentrated
• 2,500+ → Highly concentrated
In practice, a small number of large firms with high market shares drives the HHI upward more aggressively because squaring a large share magnifies its impact. Competition authorities use HHI thresholds to decide whether to allow mergers. For example, if two major players in a highly concentrated field plan to merge, the resulting HHI calculation might well exceed typical guidelines—potentially triggering further scrutiny or even blocking the deal.
Below is a brief Mermaid.js diagram illustrating how you might systematically compute these measures in a step-by-step approach:
flowchart TB A["Identify <br/>Relevant Market"] --> B["Determine <br/>All Firm Shares"] B --> C["Compute <br/>CRn"] B --> D["Compute <br/>HHI"] C --> E["Interpret <br/>Concentration"] D --> E
Calculating industry concentration can be tricky if you don’t define the “market” correctly. Market share is the proportion of total industry sales (or output, or capacity) attributed to a single producer. But how do we pin down total industry sales?
• Geographic Scope: Sometimes the relevant market is local (e.g., city-level for a local service provider), but in other industries—like consumer electronics—it might be global.
• Product Boundaries: Are tablet computers and laptops in the same or different product categories? If consumers view them as substitutes, they might be combined under one “market.” Cross-elasticities of demand can clarify if a rise in the price of tablets leads to greater demand for laptops, implying these products are in the same competitive space.
I once saw frustration among my colleagues about how to classify “dairy desserts.” Are ice cream and frozen yogurt in the same “frozen dessert” market, or do they differ enough product-wise to be in separate categories? You can imagine that the lines get blurred, and that can affect each firm’s computed market share significantly.
When competition authorities investigate mergers or alleged monopolistic behavior, one of their first tasks is to define the relevant market. Cross-elasticity of demand is a key concept here: if a small price increase in one product drives consumers to buy the competing product, then both products belong in the same relevant market.
Concentration measures come front and center during mergers and acquisitions. Regulators look at the proposed, combined entity’s market share to decide whether the new firm would have undue market power. If the HHI increases substantially post-merger, it can lead to:
• Additional disclosures or structural remedies (e.g., forced divestitures).
• Prolonged regulatory review periods.
• Potential blocking of the merger if competition is threatened.
To see how a merger might affect the HHI, consider a simplified example:
Suppose there are four firms with these market shares in percentages: 30, 25, 25, and 20. The HHI calculation before any merger is:
This is already a highly concentrated market by standard guidelines. Now, if the two firms with 25% each propose a merger, the new shares would be 30, 50, and 20. Then,
That’s a big jump (1,250 points) in the HHI (3,800 – 2,550), suggesting a significant reduction in competition. Antitrust authorities are likely to scrutinize such a scenario quite closely.
For your CFA studies—and especially in real engagements—understand how to compute and interpret these changes in HHI. They can show up in the exam in item-set questions, scenario analyses, or even short essays, letting you practice applying antitrust guidelines in a test setting.
Concentration metrics may overlook international or interregional competition. If local measures say that the top two firms hold 50% market share, that might not matter if foreign competitors can easily enter and contest local prices, effectively lowering real market power.
Even if a combined share is high, if the merged firms produce goods that are quite distinct or cater to different consumer segments, actual market power might be less than the raw numbers suggest. For instance, an expensive high-end car might not directly threaten a mid-range sedan manufacturer, even if both are labeled “automobile producers.”
Industries like social media, streaming platforms, or electric vehicles can transform quickly. A single product innovation might upend the existing order, rendering historical concentration data obsolete. Anyone remember the downfall of certain once-dominant phone manufacturers? The ground can shift pretty fast!
Calculating accurate market shares assumes consistent, reliable data. Mergers across borders or industries compound the difficulty of assembling and comparing reliable figures.
Concentration measures are snapshots in time. They don’t inherently capture competitive threats from potential entrants, nor do they necessarily incorporate capacity expansions that might alter future shares.
Many regulators and economists advocate for periodic recalculation of CRn and HHI. Industries experiencing disruption, like technology, e-commerce, or healthcare, can witness the rise of new entrants or quick consolidation (via acquisitions). Regulators often require data from merging firms on recent, current, and projected market shares, plus a discussion of future barriers to entry.
A formal process might look like this:
flowchart LR A["Define <br/>Industry Scope"] --> B["Collect <br/>Market Data"] B --> C["Compute <br/>Concentration Measures"] C --> D["Evaluate <br/>Antitrust Concern?"] D --> E["Submit <br/>Results to Regulators"] E --> F["Ongoing Monitoring <br/>(Periodic or Transaction-Based)"]
If you’re an analyst or manager at a firm that’s thinking of expanding or merging, you’ll likely need to revisit these measures regularly—especially when you anticipate scrutiny from competition authorities or your strategy team.
• Always cross-check relevant markets. Missing an alternate product substitute can inflate or understate measured concentration.
• Investigate supply- and demand-side factors that could quickly shift competition. For instance, intangible assets or disruptive R&D can shuffle the deck.
• Combine CRn and HHI with more qualitative frameworks (e.g., Porter’s Five Forces, PESTEL analysis) to get a holistic view.
• Don’t treat thresholds (like HHI > 2,500) as rigid. They’re guidelines, not absolute laws. Exceptions abound.
• Reflect on how cross-elasticities can redefine your perimeter of analysis. A narrow definition can artificially inflate concentration; a broad definition can mask real monopoly power.
In case you’re evaluating multiple acquisitions or merger scenarios, you might find yourself coding quick routines to compute the HHI. Here’s a simple conceptual snippet:
1def herfindahl_hirschman_index(market_shares):
2 """
3 market_shares: List of market shares in decimal form. e.g., 0.3 for 30%
4 """
5 return sum([(ms * 100)**2 for ms in market_shares])
6
7shares_before = [0.30, 0.25, 0.25, 0.20]
8shares_after = [0.30, 0.50, 0.20]
9
10hhi_before = herfindahl_hirschman_index(shares_before)
11hhi_after = herfindahl_hirschman_index(shares_after)
12
13print("HHI Before:", hhi_before) # 2550
14print("HHI After:", hhi_after) # 3800
It’s straightforward to adapt this function for multiple scenarios. For robust analysis, you might incorporate data from real-time market reports or standardized databases, then feed them into your model to update HHI calculations.
Industry concentration measures, especially CRn and HHI, help investors, strategists, and regulators predict the implications of market power for profitability, competition, and potential antitrust action. A high concentration may signal that a handful of firms can command premium pricing—or that they might soon face the wrath of competition authorities. On many advanced finance exams, including the CFA Program’s top tiers, you could be asked to:
Keep in mind that precision and clarity matter: define your market well, clarify your data sources, and interpret the results strategically. Don’t let a simple numerical threshold lull you into ignoring deeper qualitative factors. Often, exam questions will mix these measures with real-world strategic or behavioral elements—like the nature of product differentiation or the potential for new entrants—so always stay alert for broader contextual clues.
CFA Level III candidates might see integrative case studies that combine these measures with risk analysis, portfolio management, or even macroeconomic conditions. Practice approaching such questions with a balanced perspective, weaving numeric results into a narrative that considers potential regulatory outcomes, competitive advantages, or synergy gains.
Use these measures responsibly—like any quantitative tool, they’re only as good as the assumptions behind them. A small misstep in defining the relevant market or ignoring a strong newcomer can turn the neatest concentration calculation into a mismatch with reality.
• Shepherd, W. G. (2012). The Economics of Industrial Organization. Waveland Press.
• U.S. Department of Justice: Horizontal Merger Guidelines
(https://www.justice.gov/atr/horizontal-merger-guidelines)
• CFA Institute Level III Curriculum Readings on Equity Valuation, Corporate Finance, and Industry Analysis.
• Besanko, D., Dranove, D., Shanley, M., & Schaefer, S. (2020). Economics of Strategy. 8th Edition, Wiley.
• Porter, M. E. (1980). Competitive Strategy: Techniques for Analyzing Industries and Competitors. Free Press.
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