Fact-checked by Grok 2 weeks ago

X-inefficiency

X-inefficiency is an economic concept developed by Harvey Leibenstein to describe the failure of firms, particularly those in imperfectly competitive markets, to achieve minimum-cost despite fixed input and output prices, resulting in costs higher than neoclassical predicts due to variable effort and motivational slack among workers and managers. Leibenstein introduced the term in his 1966 American Economic Review paper " vs. 'X-Efficiency'", challenging the standard assumption of profit-maximizing by highlighting how non-market pressures allow discretionary inefficiencies, such as suboptimal input utilization and inert areas of where agents do not exert full effort. This inefficiency manifests as a gap between potential and actual output, often estimated to account for significant productivity shortfalls in monopolistic or regulated sectors, though empirical quantification remains debated. The theory posits causal mechanisms rooted in human behavior, including incomplete contracting that permits shirking, peer-group norms that sustain low effort equilibria, and managerial discretion in sheltered environments lacking survival threats from rivals, thereby privileging causal factors like incentive structures over mere allocative mispricing. Unlike traditional inefficiencies tied to price distortions, X-inefficiency emphasizes internal firm dynamics, where bounded rationality and non-maximizing routines lead to persistent cost cushions that erode only under competitive duress or external shocks. Empirical studies have documented its effects in contexts like public utilities and oligopolies, with cost reductions observed post-deregulation or privatization interpreted as shedding such slack, though critics argue observed cost-cutting may reflect prior overinvestment rather than pure motivational waste. Key implications include skepticism toward unchecked or bureaucratic insulation, as X-inefficiency undermines by inflating prices and stifling without corresponding benefits, a point reinforced in analyses of protected industries where enforces . While Leibenstein's framework has influenced behavioral , controversies persist over measurement—relying on indirect proxies like variance—and whether it truly diverges from problems or simply renames observed , with mixed across datasets showing substantial but variable magnitudes in non-competitive settings.

Theoretical Foundations

Origin and Definition

The concept of X-inefficiency was originated by economist Harvey Leibenstein in his seminal 1966 article " vs. 'X-Efficiency'", published in the (Volume 56, Issue 3, pp. 392-415). Leibenstein critiqued neoclassical economic theory's presumption that firms invariably minimize costs and maximize output under given constraints, arguing instead that real-world organizations often exhibit substantial slack due to incomplete competitive pressures and motivational gaps. He introduced the term "X-efficiency" to capture these unexplained deviations, with "X" symbolizing the indeterminate factors—beyond standard or technical inefficiencies—that prevent firms from attaining their productive potential. X-inefficiency specifically denotes the excess average costs incurred by firms operating below their attainable , arising primarily in imperfectly competitive markets where incentives are dulled. Unlike allocative inefficiency (misallocation of resources relative to prices) or inefficiency (failure to achieve the with given inputs), X-inefficiency stems from internal firm , such as discretionary effort levels, managerial oversight lapses, or organizational rigidities that inflate costs without proportional output gains. Leibenstein quantified it as the gap between observed and minimal feasible input-output ratios, estimating potential cost reductions of 10-20% or more in non-competitive sectors through heightened effort and optimization. Leibenstein's formulation emphasized behavioral micro-foundations, positing that individuals within firms respond to environmental incentives; in the absence of , agents may prioritize , , or security over cost control, leading to pervasive inefficiencies. This perspective extended traditional efficiency analysis by incorporating psychological and institutional elements, influencing subsequent work on firm behavior under or .

Distinction from Allocative and Technical Efficiency

X-inefficiency, as conceptualized by Harvey Leibenstein, pertains to the internal operational slack within firms where actual costs exceed the minimum achievable given available technology and , primarily due to motivational and organizational deficiencies rather than external distortions. This contrasts with , which evaluates the economy-wide distribution of resources to ensure that goods are produced and consumed where marginal benefit equals , such as in competitive markets where equals marginal cost (P=MC). Leibenstein emphasized that allocative inefficiencies, often arising from monopolies or tariffs, result in relatively minor losses—typically 0.01% to 1% of gross national product—because they involve net marginal effects that do not substantially alter overall resource utilization. In contrast, X-inefficiency manifests as significant deviations from cost minima within individual firms, independent of allocative concerns, and can lead to output shortfalls or cost overruns far exceeding those from misallocation, with empirical cases showing potential reductions of 25% or more in costs through improved internal effort alone. Technical efficiency, meanwhile, refers to a firm's capacity to achieve the highest possible output from a fixed set of inputs or the lowest inputs for a target output, positioning it on the production frontier defined by engineering and technological constraints. While X-inefficiency often results in technical inefficiency—firms operating below their production frontier due to suboptimal effort—Leibenstein distinguished it by attributing the gap not merely to technical limitations but to variable human inputs and discretionary behaviors, such as reduced worker vigilance or managerial oversight in non-competitive settings. Neoclassical models typically presuppose technical efficiency as automatic under profit maximization, but Leibenstein argued that firms and economies rarely reach the "outer-bound production possibility surface" because of incomplete contracts and motivational shortfalls, rendering X-inefficiency a behavioral critique of assumed full utilization. Thus, whereas technical efficiency focuses on engineering optimality and allocative efficiency on market equilibrium, X-inefficiency highlights endogenous firm-level failures exacerbated by weak competitive pressures, where potential gains from addressing it dwarf those from correcting allocative distortions.

Causes

Incentive Structures in Non-Competitive Markets

In non-competitive markets, such as monopolies or heavily regulated industries, firms lack the existential threat posed by rivals, which diminishes incentives for managers and employees to achieve minimum-cost production. Harvey Leibenstein's 1966 analysis posits that standard economic theory assumes fixed input effort levels leading to full efficiency, but in practice, human behavior under weak competitive pressure results in variable effort and higher costs, termed X-inefficiency. This arises because survival in competitive settings enforces cost minimization to avoid bankruptcy or market exit, whereas non-competitive structures allow excess capacity and discretionary spending without immediate penalty. Managerial slack exemplifies this misalignment, where executives exploit informational asymmetries between themselves and owners to pursue non--maximizing goals, such as empire-building through unnecessary expansions or perks like lavish offices, rather than enforcing rigorous internal controls. In these environments, the principal-agent problem intensifies: owners cannot perfectly monitor agents (managers), and without competitive discipline, monitoring costs rise while effort weaken, leading to outcomes where actual costs exceed the technically feasible minimum by 10-20% or more in sheltered sectors. Leibenstein emphasized as a core component, noting that "incentive efficiency" falters when insulates firms from erosion, allowing motivational deficits to persist. Furthermore, employee-level incentives suffer in non-competitive settings, as workers perceive low of dismissal for sub-optimal , fostering norms of minimal effort or "shirking" within inert zones—ranges where small increases do not trigger price adjustments or losses sufficient to prompt action. Empirical extensions of Leibenstein's framework, such as in banking or utilities, attribute up to 25% variances to such , contrasting with competitive industries where entry threats and pressures align behaviors toward . This structure contrasts sharply with competitive markets, where repeated interactions and selection effects compel ongoing vigilance against inefficiency, underscoring competition's role in curbing discretionary waste.

Behavioral and Organizational Factors

Leibenstein identified motivational deficiencies as a primary behavioral driver of X-inefficiency, where individuals exert discretionary effort below maximum levels due to psychological and factors rather than fixed technological constraints. This arises from selective , in which agents alternate between optimizing and behaviors, influenced by bounded cognitive capacities and internal conflicts akin to a "dual " between rational and impulsive tendencies. Inert areas represent another behavioral , defined as ambiguous zones in or functions where inputs and outputs exhibit non-proportional responses, allowing without immediate detection or penalty. These areas persist because introduces variability in effort, such as through work norms or resistance to change, rather than purely economic optimization. Empirical estimates suggest such factors contribute to firms operating at about 80% of potential on across industries. Organizationally, X-inefficiency endures due to structural barriers like hierarchical bureaucracies and principal-agent misalignments, which raise monitoring costs and enable . In non-competitive settings, these foster "," a drift toward inefficiency without corrective pressures, as seen in state-owned enterprises where dilutes — for instance, Taiwanese banks improved from 63% to 97% efficiency post-privatization. Game-theoretic models interpret this persistence through Argyris' organizational learning framework, where inefficiency lingers unless a of members admits and corrects errors, often failing in rigid structures. Poor quality exacerbates this, as inadequate oversight allows motivational gaps to compound into systemic underperformance.

Empirical Evidence

Historical Studies and Industry Applications

Harvey Leibenstein's 1966 analysis highlighted empirical contrasts between minimal allocative inefficiencies—estimated at 0.01% to 0.1% of GNP in U.S. studies from the —and substantially larger X-inefficiencies evident in data from various sectors. missions in the early 1960s, as documented by Kilby, demonstrated cost savings of 5% to 83% through basic reorganizations in firms across , Burma, , and , particularly in textiles (5-71% gains in Indian mills) and weaving (33-37% in Pakistan). These interventions targeted motivational and organizational rather than reallocation, underscoring X-inefficiency's prevalence in non-competitive environments. Additional early cases included the Horndal Swedish steel plant, where output per man-hour increased 2% annually from the 1940s to 1960s without new capital, attributed to intensified managerial pressure reducing discretionary effort waste. In refineries during the same period, a overhaul doubled labor relative to adjacent underperforming facilities, illustrating intra-industry X-inefficiency gaps. Payment-by-results schemes in firms (1950s data) yielded output per worker rises of 7.5% to 291%, while consulting interventions averaged 53% gains (30-70% range) by addressing behavioral inertias. These studies collectively suggested X-inefficiency accounted for losses far exceeding allocative ones, often 20% or more in sheltered operations. In applications, X-inefficiency manifested prominently in regulated utilities and , where protections fostered slack; for example, U.S. petroleum refining exhibited endemic inefficiencies revealed by 20-30% cost reductions following the 1986 oil price crash, as firms shed excess capacity and labor previously tolerated under stable conditions. Similarly, U.S. railroads under regulation from the early 20th century incurred X-inefficiencies via overcapitalization (Averch-Johnson effects) and operational , with stagnating until partial in 1980 spurred efficiency gains. Nationalized industries, such as those in post-war , displayed higher average X-inefficiency due to weakened structures, with empirical reviews post-1966 confirming 20-25% cost excesses in public utilities and relative to competitive benchmarks. Public sector applications extended to services like libraries, where 1997 analysis of U.S. facilities estimated mean X-inefficiency at 24%, with government-operated ones 3% more inefficient than nonprofits owing to challenges. In , U.S. in the 1980s reduced X-inefficiency by introducing rivalry, mirroring patterns in banking where pre-1990s studies found 16-28% cost slacks in protected institutions, ameliorated by competitive pressures. These cases affirm X-inefficiency's sensitivity to market incentives, with historical evidence from over 200 studies averaging 20% inefficiency across , , and utilities.

Modern Empirical Tests and Experimental Findings

In laboratory experiments simulating oligopolistic markets, has been shown to mitigate X-inefficiency by incentivizing greater cost-reducing efforts compared to conditions. Smyth (2016) conducted repeated two-stage games over 30 periods with human subjects acting as firm managers, where stage 1 involved cost attempts (10% success rate per $0.10 expended, reducing unit costs by $0.25 upon success) and stage 2 entailed and decisions. Treatments varied : (one firm), duopoly (two firms), and quadopoly (four firms), with initial unit costs at $7.75 and demand decreasing stepwise from $10.01. Firms in duopoly and quadopoly treatments attempted significantly more innovations (e.g., 3.34 more attempts in duopoly versus ), leading to reduced X-inefficiency measured as deviation from optimal cost-minimizing behavior; inefficiency fell by 0.07 units per period in duopoly and 0.11 in quadopoly relative to in later blocks. Total surplus rose under , with consumer surplus averaging 68% of total in oligopolies versus 45% in monopoly, confirming that competitive pressure—via lower prices—drives closer-to-optimal effort without fully eliminating discretionary slack. Field-based empirical tests using frontier efficiency methods have quantified X-inefficiency in regulated sectors, supporting Leibenstein's of persistent internal slack absent competitive threats. A 2025 stochastic frontier analysis (SFA) of 26 Chinese state-owned companies from 2013 to 2019 estimated mean X-inefficiency at 0.453, indicating firms operated 45.3% below potential output given inputs, influenced by regional economic disparities and soft budget constraints typical of state monopolies. This provides direct econometric evidence of X-inefficiency in , where external factors like explain variance but do not negate internal motivational failures. Similarly, in the , Borenstein and Farrell (2000) documented sharp cost reductions following the 1986 oil price collapse, implying prior X-inefficiency of up to 20-30% in sheltered refineries, as firms under sudden market pressure shed excess labor and overhead without technological shifts. Cross-industry studies further test X-inefficiency through exogenous shocks like import competition, revealing causal links to managerial discretion. Girma et al. (2021) exploited trade liberalization shocks in a panel of UK firms, finding that heightened import rivalry reduced X-inefficiency by curbing managerial shirking driven by heterogeneous non-pecuniary preferences (e.g., empire-building), with productivity gains of 2-5% attributable to intensified effort rather than reallocation alone; this effect was stronger in firms with entrenched managers, aligning with Leibenstein's behavioral emphasis over pure neoclassical maximization. Harberger (1998) corroborated via micro-level observations, such as a Central American apparel plant achieving 20% cost savings from minor interventions like background music, highlighting unexploited slack in low-competition environments. These findings, while varying by context, consistently affirm X-inefficiency's prevalence—often 10-50% of potential output—in non-competitive settings, with competition or shocks as key reducers, though measurement relies on assumptions about frontiers that some critiques deem sensitive to model specification.

Measurement Approaches

Frontier-Based Methods

Frontier-based methods for measuring X-inefficiency construct an empirical representing the maximum output achievable or minimum required for given under best-practice conditions, with deviations from this interpreted as inefficiency, including the motivational and organizational central to Leibenstein's theory. These approaches operationalize X-inefficiency by quantifying the discretionary gap between observed performance and potential, often in non-competitive settings where competitive pressures fail to minimize such . Unlike traditional average-response techniques, methods focus on the upper bound of performance, attributing shortfalls to factors like , , and behavioral inertias rather than solely or allocative errors. Data Envelopment Analysis (DEA), a non-parametric technique, envelops observed data points to form the without assuming a specific functional form for production or cost functions. Developed by Charnes, Cooper, and Rhodes in , DEA computes efficiency scores as radial contractions or expansions needed to reach the , partitioning inefficiency into , , and sometimes allocative components to isolate X-inefficiency as . Applications include banking sectors, where DEA revealed X-inefficiency levels of 7-19% of costs in banks, dominating effects and linked to ownership structures. In innovation processes, multi-objective DEA models decompose X-inefficiency into and managerial components, highlighting discretionary underperformance. However, DEA's to outliers and lack of separation between inefficiency and statistical noise can inflate X-inefficiency estimates if extreme performers skew the . Stochastic Frontier Analysis (SFA), a econometric approach, specifies a stochastic production or cost frontier with a composite error term decomposing deviations into symmetric random noise and a one-sided inefficiency component, often modeled via half-normal or exponential distributions. Originating from Aigner, Lovell, and Schmidt's 1977 framework, SFA enables estimation of inefficiency determinants, such as market competition or , directly tying to X-inefficiency causes like motivational deficits. Empirical studies, including analyses, report X-inefficiency averaging 10-20% of costs, influenced by case-mix complexity and environmental factors, with SFA outperforming deterministic methods by accounting for unobserved heterogeneity. In firms, SFA quantified state-owned entities' X-inefficiency at levels exceeding 15%, attributable to weak incentives rather than exogenous shocks. SFA's reliance on distributional assumptions risks bias if misspecified, yet it provides inferential statistics absent in , facilitating hypothesis tests on X-inefficiency drivers. Both methods have been applied to partition X-inefficiency from scale or allocative inefficiencies, with hybrid extensions like bootstrapped DEA or generalized SFA addressing limitations; for instance, Monte Carlo simulations show SFA's superiority in noisy data for precise inefficiency decomposition. In practice, frontier estimates of X-inefficiency range from 5-25% across industries, underscoring Leibenstein's claim that non-competitive markets foster persistent slack, though critics argue such measures conflate X-factors with measurement error unless augmented with behavioral data.

Econometric and Comparative Techniques

Econometric techniques for assessing X-inefficiency often employ parametric models of or production functions, where inefficiency manifests as systematic deviations in the error term after controlling for inputs, outputs, and environmental factors. In standard approaches, ordinary of translog or Cobb-Douglas specifications identifies excess costs unexplained by neoclassical variables, with positive residuals proxying X-inefficiency under the that firms operate below potential due to motivational . These models, applied in early empirical work, quantify inefficiency as the gap between observed and predicted minimum costs, though they risk conflating inefficiency with unobserved heterogeneity unless augmented with firm fixed effects or instrumental variables. More refined econometric specifications incorporate heteroskedasticity or truncated distributions in the error component to distinguish persistent X-inefficiency from symmetric noise, as in extensions of the composed error model where inefficiency follows a half-normal or exponential distribution. For example, panel data regressions on banking sectors have estimated X-inefficiency as time-invariant firm effects in cost functions, revealing averages of 10-20% excess costs attributable to organizational slack rather than allocative errors. Such methods prioritize causal identification by including competition proxies (e.g., Herfindahl-Hirschman Index) as regressors, testing Leibenstein's hypothesis that reduced rivalry inflates inefficiency. Comparative techniques evaluate X-inefficiency through cross-sectional or quasi-experimental contrasts between entities facing divergent environments, isolating inefficiency via difference-in-costs after covariate adjustment. A seminal application by Primeaux (1977) examined U.S. municipal electric utilities with duplicate facilities, finding competitive duopolies incurred 12% lower average costs than monopolies after regressing on output, , and factors, interpreting the differential as X-efficiency gains from rivalry-induced effort. Similarly, ownership comparisons, such as private versus public firms in utilities or , frequently reveal 15-25% higher costs in state-owned entities, ascribed to attenuated and misalignment rather than scale or input differences. These comparative methods extend to pre- and post-reform analyses, like in the U.S. during the 1970s-1980s, where econometric controls for route density and fuel prices showed cost reductions of up to 20% linked to eroded X-inefficiency under heightened contestability. Limitations include of measures and omitted variables, prompting robustness checks via matching or instrumental variables to affirm causal claims. Overall, such techniques underscore X-inefficiency's magnitude in sheltered markets, typically 5-30% of costs, varying by sector rigidity.

Policy Responses

Market-Based Solutions

Market-based solutions to X-inefficiency emphasize the introduction of competitive mechanisms to activate managerial and employee incentives, compelling firms to operate closer to their production frontiers by minimizing discretionary costs and motivational shortfalls. Privatization transfers ownership of state monopolies or inefficient public entities to private investors, subjecting them to profit pressures and residual claimant oversight that erode budgetary slack. Deregulation complements this by dismantling entry barriers, fostering contestable markets where potential rivalry disciplines incumbents without requiring actual new entrants. These approaches align with Leibenstein's foundational argument that competition harnesses "motivational potentials" otherwise dormant in sheltered environments. Empirical evidence from banking privatization underscores efficiency gains. In , state-owned banks exhibited X-efficiency scores averaging 0.63 pre-privatization (1995-2007), rising to 0.97 post-privatization for cases like Chiao Tung Bank, matching foreign private banks' levels. Similarly, in from 1985-2002, state banks' X-efficiency ranged 0.35-0.41 versus 0.44-0.47 for private ones; share listings and WTO-era reforms (post-2001) boosted state banks to 0.60-0.78, narrowing gaps through heightened performance demands. These shifts reflect 's role in curbing X-inefficiency via aligned incentives, though outcomes vary by institutional context. Laboratory experiments provide causal evidence linking to reduced X-inefficiency. In Smyth's 2016 study of experimental corporate hierarchies, oligopolists (duopolies and quadropolies) deviated less from optimal paths than (p=0.01 in competitive blocks), with X-inefficiency falling by 0.07 units per period in duopolies and 0.11 in quadropolies relative to baselines. Competitive firms also pursued 3.34-5.36 more attempts (p<0.10 to p<0.05), elevating total surplus by 68% versus 45% under , confirming rivalry's disciplinary effect on . Such findings validate market pressures as a targeted , though real-world applications must account for incomplete information and behavioral frictions.

Regulatory and Structural Reforms

Regulatory reforms targeting X-inefficiency typically replace cost-plus or rate-of-return mechanisms, which reimburse allowed costs plus a fixed return and thereby encourage cost through reduced managerial effort, with incentive-based alternatives like . Under the RPI-X framework adopted in the for privatized utilities in the late and , firms face price ceilings adjusted by retail price minus an X-factor representing expected efficiency gains, allowing retention of cost savings to incentivize operational improvements and mitigate slack. This approach has been credited with fostering enhancements in sectors like and , where pre-reform X-inefficiency stemmed from sheltered positions. Structural reforms, such as , address X-inefficiency by subjecting formerly state-owned monopolies to scrutiny and market disciplines, replacing bureaucratic inertia with profit-oriented incentives that curb discretionary inefficiencies. In the UK, the of British Telecom in 1984 and utilities under the 1990 Electricity Act transferred assets to private ownership, yielding empirical gains including a 2% increase in at divested power plants compared to remaining utility-owned facilities, alongside broader labor rises attributed to heightened effort levels. Cross-country studies confirm that in non-competitive industries correlates with reduced X-inefficiency, as private firms exhibit lower costs and higher profitability than state equivalents, though outcomes vary with accompanying enhancements. Antitrust measures and vertical unbundling further promote contestability to erode X-inefficiency in natural monopolies. For instance, electricity combining vertical separation with wholesale from the late 1990s reduced inefficient costs by exposing and to rival bids, empirical analyses showing persistent declines in non-fuel operating expenses post-reform. Similarly, structural reforms liberalizing product markets have demonstrated immediate firm-level efficiency boosts by diminishing internal slack, with effects materializing in output and employment within 3-4 years. These interventions prioritize causal incentives over mere oversight, though success hinges on credible enforcement to prevent .

Criticisms and Debates

Theoretical Challenges

A central theoretical challenge to X-inefficiency theory lies in its departure from neoclassical , which assumes firms operate on their production frontiers by minimizing costs and maximizing under complete and competitive pressures. Leibenstein (1966) posited that discretionary effort by managers and workers often falls short of maximum potential due to motivational gaps, , and environmental inertias, leading to higher-than-minimum costs even without market power distortions. Critics contend this undermines the foundational of , rendering the theory as it introduces unexplained "slacks" without deriving them from first principles or utility functions. George Stigler (1976) articulated a prominent critique, labeling X-inefficiency a "" that conflates observable cost excesses with rational utility maximization, where agents trade effort for leisure or a "," achieving Pareto optimality in personal preferences rather than firm efficiency. This leisure-effort hypothesis implies no true inefficiency exists, as surplus losses to consumers mirror gains to producers via discretionary choices, challenging Leibenstein's framing of such behaviors as suboptimal without competitive incentives. Leibenstein countered that these choices reflect and organizational pathologies, not equilibrium optimization, but the debate highlights the theory's difficulty in falsifiably distinguishing motivational deficits from standard trade-offs. Further theoretical limitations include the absence of a rigorous axiomatic to model X-inefficiency endogenously, making integration with general equilibrium or principal-agent models problematic, as it relies on behavioral assumptions over formal optimization. Critics argue this renders the concept vulnerable to reinterpretation as allocative inefficiency or agency costs, lacking unique without empirical delineation, though Leibenstein's later works attempted microanalytic foundations via effort discretion functions.

Empirical Limitations and Alternative Explanations

Empirical tests of X-inefficiency have yielded mixed results, with some studies supporting cost reductions under pressure while others fail to isolate it from factors. For instance, experiments demonstrate that can reduce cost inefficiencies relative to conditions by incentivizing and trimming excess expenditures, yet these findings struggle to generalize to real-world firms due to assumptions about achievable cost frontiers that may not hold amid or incomplete information. In sector-specific analyses, such as banking, estimates of X-inefficiency account for notable portions of cost variance—around two-thirds in some models—but rely on frontier methods that conflate managerial discretion with exogenous shocks, limiting causal attribution. A primary limitation lies in distinguishing X-inefficiency from reoptimization responses to or changes. Cost-cutting announcements, often interpreted as of prior "fat," may instead reflect efficient adjustments to altered input-output ratios following exogenous events like fuel hikes, as multi-divisional firms exhibit uniform cuts across units only under pressure, not targeted rebalancing. Empirical challenges exacerbate this: data on cost magnitudes is often imprecise or duplicated in reports, while factors like supply elasticities and introduce biases that obscure whether observed inefficiencies stem from motivational slack or structural necessities. Critics contend that apparent X-inefficiencies are frequently mismeasured allocative inefficiencies arising from data inadequacies rather than firm-level motivational failures. , for example, argued that welfare losses attributed to non-minimizing behavior overlook measurement errors in estimating power or distortions, rendering X-inefficiency an unnecessary construct. Alternative explanations grounded in property rights and transaction costs theory posit that firms maximize subject to ownership structures and enforcement costs, not strict cost minimization, thereby accounting for efficiency variations without invoking discretionary slack. Louis De Alessi (1983) demonstrated that insecure or diffused property rights elevate monitoring expenses and dilute incentives, leading to higher observed costs that mimic X-inefficiency but align with rational behavior under constraints like asymmetric information. conflicts between owners and managers further explain persistent inefficiencies, as divergent interests prioritize perquisites over cost control absent strong , a dynamic amplified in low- settings but resolvable through incentives rather than alone.

References

  1. [1]
    Allocative Efficiency vs. "X-Efficiency" - jstor
    We have suggested three reasons for X-inefficiency connected with the possibility of variable performance for given units of the inputs. Unit. 450 cost. /A.
  2. [2]
    Is Cost-Cutting Evidence of X-Inefficiency?
    Is Cost-Cutting Evidence of X-Inefficiency? by Severin Borenstein and Joseph Farrell. Published in volume 90, issue 2, pages 224-227 of American Economic ...
  3. [3]
  4. [4]
    X-Efficiency and Allocative Efficiency: What Have We Learned? - jstor
    The possibility thus exists that X-inefficiency does have welfare impli- cations. Again, there is a perverse implica- tion: subsidizing X-inefficiency improves.
  5. [5]
    X-Inefficiency and Market Power - jstor
    X-inefficiency is therefore a direct function of market power. Since the concept was first formulated it has been considerably extended (see, for instance, ...
  6. [6]
    X-Efficiency: From Concept to Theory - jstor
    of X-inefficiency. Effort discretion and inertia un- der sheltered circumstances permit the existence and persistence of X-inefficiency. The conclusion that ...<|control11|><|separator|>
  7. [7]
    [PDF] Allocative Efficiency vs. "X-Efficiency" - Harvey Leibenstein
    Oct 1, 2001 · Allocative Efficiency vs. "X-Efficiency". Harvey Leibenstein. The American Economic Review, Volume 56, Issue 3 (Jun., 1966), 392-415. STOR.Missing: origin | Show results with:origin
  8. [8]
    [PDF] Harvey Leibenstein, and an anomaly called X-Efficiency
    Leibenstein understood that an inefficiency of a firm is an anomaly of the then conventional wisdom. This is one reason why he called it X-inefficiency. The X ...
  9. [9]
    X-Efficiency: Meaning and History in Economics - Investopedia
    X-efficiency is the degree of efficiency maintained by firms under conditions of imperfect competition such as the case of a monopoly. Economist Harvey ...
  10. [10]
    X-Efficiency - an overview | ScienceDirect Topics
    X-efficiency refers to the degree to which a firm produces output closer to its maximum potential due to competitive pressure, leading to greater effort ...
  11. [11]
    HET: Harvey Leibeinstein - The History of Economic Thought Website
    Harvey Leibenstein is most famous for introducing the "x-efficiency" concept (1966), roughly a catch-all term for the notion that ideal technical efficiency ...Missing: origin | Show results with:origin<|separator|>
  12. [12]
    [PDF] Allocative Efficiency vs. 'X-Efficiency' - Gwern.net
    By HARVEY LEIBENSTEIN*. At the core of economics is the concept of efficiency ... Is it conceivable that the value of X-inefficiency would be larger than that?
  13. [13]
    Understanding Economic Efficiency: Key Definitions and Examples
    Technical efficiency refers to how effectively a company or system maximizes production based on a limited number of inputs. A company is said to be technically ...
  14. [14]
    X-Efficiency - ResearchGate
    Leibenstein originated the concept of X-inefficiency because of a belief that there is nothing technical about the most substantial sources of non-allocative ...
  15. [15]
    X Inefficiency - Economics Help
    X Inefficiency occurs when a firm lacks the incentive to control costs. This causes the average cost of production to be higher than necessary.
  16. [16]
    Managerial effort incentives, X-inefficiency and international trade
    However, it is also shown that common statements such as 'gains from reduced X-inefficiency' do not seem meaningful. ... Product-market competition and managerial ...
  17. [17]
    [PDF] On the Object of Analysis: the General X-Efficiency Theory
    Whilst from 1966 onwards, Leibenstein initially concentrated on problems of production and on the internal life of the firm, he later turned to phenomena ...
  18. [18]
    [PDF] Competition, Cost Innovation, and X-inefficiency in Experimental ...
    X-inefficiency theory maintains that firms may not minimize their costs of production, especially in markets where they experience little competitive pressure.1 ...
  19. [19]
    Retrospectives: X-Efficiency - American Economic Association
    The business press routinely discusses how some firms lag behind because of gross inefficiency and how other firms surge ahead by becoming more efficient.
  20. [20]
    Quantitative and Qualitative Analysis of X-efficiency in the Croatian ...
    Oct 2, 2017 · ... inert areas (Leibenstein,. 1978). Within neo-liberal theory, in a ... motivational factors that improve the. level of e ort or motivated ...<|control11|><|separator|>
  21. [21]
    The organizational foundations of X-inefficiency: A game-theoretic ...
    This paper addresses the issue: Why does X-inefficiency persist in many organizations, when its existence, nature and causes are known.
  22. [22]
  23. [23]
    Retrospectives: X-Efficiency - American Economic Association
    X-Efficiency” in the American Economic Review, questioning whether market forces could be assumed to ensure allocative efficiency.Missing: experimental | Show results with:experimental
  24. [24]
    Is Cost-Cutting Evidence of X-Inefficiency?
    This fat hypothesis is that a firm is most apt to cut costs to reduce X-inefficiency when it is under financial pressure. This hypothesis, if cor- rect, has ...
  25. [25]
    [PDF] railroads, their regulation, and its effect on efficiency and
    I then cover studies of inefficiency in the railroad industry, how they ... case of Averch-Johnson effects and. X-inefficiencies. First, to analyze ...
  26. [26]
    X-Inefficiency in the Public Sector: the Case of Libraries
    Mean X-inefficiency (cost inefficiency) is estimated to be 24%. Government-run public libraries are about 3% more inefficient than private not-for-profit public ...
  27. [27]
    [PDF] Analyzing inefficiency using a frontier search approach - EconStor
    Dec 6, 2000 · The frontier then can be interpreted as the solution to the search problem. The different methodologies for efficiency measurement are ...
  28. [28]
    Comparative performance analysis of frontier-based efficiency ...
    May 16, 2023 · While DEA and NAA interpret the difference between inefficient DMUs and the production function entirely as inefficiency, SFA and StoNED assume ...
  29. [29]
    [PDF] Production frontier methodologies and efficiency as a performance ...
    Inefficiency is measured by a firm's distance to the frontier. For example, the DEA efficiency score of firm f is calculated as Oi (observed output level) ...
  30. [30]
    Empirical Estimation and Partitioning of X-Inefficiency - jstor
    substantially greater. II. Data Envelopment Analysis of the. Boston Bruins ... X-inefficiency? The answer is that X-efficiency is based on what has been ...
  31. [31]
    Empirical Estimation and Partitioning of X-Inefficiency - ResearchGate
    Aug 8, 2025 · Empirical Estimation and Partitioning of X-Inefficiency: A Data-Envelopment Approach ... study the association of the firms' efficiency ...
  32. [32]
    Measuring the X-Efficiency of Saudi Banks: Case Study Pre and ...
    The empirical results indicate that the measure of x-inefficiency (around 7% to 19% of costs) dominates scale inefficiency (around 5% of costs), moreover, there ...
  33. [33]
    X-Efficiency of Innovation Processes: Evaluation Based on Data ...
    ... data envelopment analysis (DEA) model of innovation processes. Through MOLP-DEA method, we decompose the X-inefficiency in technical inefficiency and ...
  34. [34]
    [PDF] X-Efficiency and International Banking. Micro-Evidence from OECD ...
    S: BankScope, own calculations. For measuring X-inefficiency the Data Envelopment Analysis (DEA) approach is used. To be exact, the X-efficiency measures ...
  35. [35]
    Estimating hospital inefficiency: does case mix matter? - PubMed
    A two-stage approach is used in a stochastic frontier analysis of the factors affecting hospital efficiency ... X-inefficiency Theory. The study was based ...
  36. [36]
    Dissections of input and output efficiency: A generalized stochastic ...
    Feb 15, 2021 · According to Griliches the notion of X-inefficiency is indicative of unexploited profit opportunities and real economic growth will depend on ways of closing ...
  37. [37]
    Applying frontier approach to measure the financial efficiency ... - NIH
    Mar 12, 2023 · In the study of hospital efficiency using the SFA methodology, Rosko measured the impact of environmental stress on hospital inefficiency in 616 ...
  38. [38]
    X-efficiency of toll road companies: The case of China - ScienceDirect
    Therefore, in order to explore the reasons for the efficiency loss of Chinese STRCs at a deeper level, this paper examines the X-inefficiency using the data of ...
  39. [39]
    (PDF) Subsides and inefficiency: Stochastic frontier approach
    Aug 6, 2025 · ... x-inefficiency. Additionally, regulation is an. important source of ... Stochastic Frontier Analysis(SFA) Approach. Preprint. Full-text ...
  40. [40]
    Measuring cost inefficiency: A dual approach - ScienceDirect.com
    A Monte Carlo study of old and new frontier methods for efficiency measurement. Eur. J. Oper. Res. (2012). S.C. Kumbhakar. Modeling allocative inefficiency in ...
  41. [41]
    X-Inefficiency in US Hospitals - Michael Rosko - Grantome
    The specific goals of the proposed research are to: (1) examine the correlates of X-inefficiency ... Stochastic Frontier Analysis (SFA) X- inefficiency is the ...<|separator|>
  42. [42]
    [PDF] The Econometric Approach to Efficiency Analysis - NYU Stern
    Aug 24, 2007 · This approach falls naturally into an economet- ric approach in which the inefficiency is identified with disturbances in a regression model.<|separator|>
  43. [43]
    (PDF) Measuring X-Efficiency and Scale Efficiency for a Sample of ...
    Aug 9, 2025 · ... X-inefficiency and scale inef-. ficiency measures were used to ... efficiency. Input cost regression results suggested that labor. was ...
  44. [44]
    Cost efficiency among credit card banks - ScienceDirect.com
    Section 3 introduces the econometric model and technique. Section 4 ... This study provides empirical estimates of X-inefficiency among monoline credit card banks ...
  45. [45]
    X-inefficiency, managerial effort and protection. - International ...
    Article describing an econometric model for the quantitative evaluation of managerial efficiency - presents a definition of x-inefficiency, and studies its ...
  46. [46]
    An Assessment of X-Efficiency Gained Through Competition - jstor
    The purpose of this article is to examine the compet- itive aspect of the X-efficiency theory and to assess its validity. This additional study is justified ...
  47. [47]
    The effects of competition on publicly-owned firms - ScienceDirect.com
    Primeaux Jr. A reexamination of the monopoly market structure for electric utilities ... Primeaux Jr. An assessment of x-efficiency gained through competition.
  48. [48]
    [PDF] COST INEFFICIENCY EVIDENCE IN CARTEL DAMAGES
    the market, and (ii) an 'x-inefficiency' effect, i.e. the difference between ... econometric model and her “attacks on the reliability of the direct ...
  49. [49]
    [PDF] Harvey Leibenstein, and an anomaly called X-efficiency theory
    2 X-inefficiency has been calculated in two ways. First (1- xe level) ... 1995-2007 Data Envelopment Analysis (DEA) is used. The results show that ...<|control11|><|separator|>
  50. [50]
  51. [51]
    [PDF] The long-run level of X in RPI-X regulation - Ofgem
    cap regulation to effectively remove the X-inefficiency that was attributed to rate of ... Pollitt, Michael (2008), Efficiency Analysis for Regulatory Price ...
  52. [52]
    [PDF] Principles of Price Cap Regulation
    The X-factor provides a way for the regulator to allow consumers to benefit from cost reductions and improvements in productive efficiency under price cap ...
  53. [53]
    RPI—X price cap regulation: The price controls used in UK electricity
    Can energy-price regulations smooth price fluctuations? · Persistent and transient productive inefficiency in a regulated industry: electricity distribution.
  54. [54]
    [PDF] Evidence from the privatisation of Great Britain's power plants
    Dec 17, 2018 · They found that divestitures increase fuel efficiency by 2 per cent compared to utility owned plants. They also found that higher powered ...
  55. [55]
    Does privatization remove restrictive working practices? Evidence ...
    Aug 8, 2025 · The authors' model predicts that, under certain conditions, privatization should raise effort and so lower X-inefficiency, and that wages may ...
  56. [56]
    Empirical Evidence and Considerations for Industrial Location Policy ...
    ... x-inefficiency. State-owned companies are significantly less profitable than ... Relation between the form of ownership and efficiency in Indian companies in 1973 ...
  57. [57]
    The Effects of Privatization on Efficiency - ScienceDirect.com
    Our results show that privatization increases labor productivity and decreases prices significantly, indicating an improvement in both productive and allocative ...
  58. [58]
    The Effects of Vertical Separation and Competition: Evidence from ...
    Apr 2, 2024 · We analyze the combined effect of competition and vertical separation on inefficient costs for US electricity industry restructuring.
  59. [59]
    [PDF] The Short-Term Effects of Structural Reforms: An Empirical Analysis
    Mar 26, 2012 · • On the contrary, reforms that reduce X-inefficiencies at the firm and industry level may have an immediate positive impact on labour ...
  60. [60]
    How fast does product market reform pay off? New evidence from ...
    Deregulation pays off only gradually: no transitory costs, but positive effects on output and employment still take 3 to 4 years to materialize.
  61. [61]
    Retrospectives: X-Efficiency - American Economic Association
    - **Leibenstein’s Original Contributions**: Introduced X-efficiency in 1966, arguing firms operate below maximum efficiency due to behavioral and organizational factors, not just market structures. Emphasized motivation, effort, and internal inefficiencies.
  62. [62]
    X-EFFICIENCY, ITS CRITICS, AND A REPLY
    In other words, either X-inefficiency doesn't exist or it exists but is actually allocative inefficiency. 9.3.4. Stigler. The leisure-effort criticism of XE ...
  63. [63]
    [PDF] X-Efficiency and Management Quality in Commercial Banks - OCC.gov
    Jan 1, 1994 · This result is around two-thirds as large as total X-inefficiency. Section I summarizes the empirical literature on X-efficiency in banking.Missing: criticisms | Show results with:criticisms
  64. [64]
    [PDF] Is Cost-Cutting Evidence of X-Inefficiency?
    This fat hypothesis is that a firm is most apt to cut costs to reduce X-inefficiency when it is under financial pressure. This hypothesis, if cor- rect, has ...
  65. [65]
  66. [66]
    Property Rights, Transaction Costs, and X-Efficiency - jstor
    Sep 6, 2010 · He also takes as evidence of. X-inefficiency (1977a, p. 316) the finding by ... 21. The empirical studies used by Leibenstein to support the existence of ...