Research Article |
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Corresponding author: Wasim Ullah ( wasimullah.nbp@gmail.com ) © 2025 Non-profit partnership “Voprosy Ekonomiki”.
This is an open access article distributed under the terms of the Creative Commons Attribution License (CC BY-NC-ND 4.0), which permits to copy and distribute the article for non-commercial purposes, provided that the article is not altered or modified and the original author and source are credited.
Citation:
Ullah W (2025) Economic growth volatility: Is financialization a culprit? Russian Journal of Economics 11(4): 381-402. https://doi.org/10.32609/j.ruje.11.154180
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Financial development plays a crucial role in shaping economic growth, yet it can introduce volatility. This study examines the relationship between financial development and economic growth volatility. Using panel data from 60 countries (30 developed and 30 developing) for 1981–2022, we employ panel-corrected standard errors and generalized method of moments to ensure robustness. Financial development is analyzed through financial institutions and financial markets across three dimensions: depth, access, and efficiency. Conceptually, the paper finds that the supply-leading hypothesis does not account for the economic growth volatility associated with excessive financialization. The results indicate that, at higher levels, financial development has a volatility-enhancing impact in developed countries, while in developing countries it has a volatility-reducing effect. Policymakers in developed countries should ensure that credit expansion is aligned with real-sector development. Regulators should monitor adverse effects of financial depth and ensure funds are directed toward real-sector growth, while improving access and efficiency. In a too‑much-finance scenario, economies need moderators — such as strong regulatory quality and well-defined rights for creditors and borrowers — to mitigate volatility-enhancing effects.
financialization, financial development, economic growth volatility, financial depth, economic growth
Financial development (FD) encompasses the factors, policies, and institutions that contribute to effective financial intermediation and well-functioning markets, ensuring broad and inclusive access to capital and financial services (
As financial systems expand and persist over time, expectations and dependencies on intermediation increase, adding layers of complexity and accumulating systemic vulnerabilities. These fragilities may trigger a chain reaction of unexpected economic disruptions, potentially culminating in financial crises.
Economic growth volatility is commonly classified into two categories: realized volatility — measured as the standard deviation of per-capita GDP growth — and innovation volatility — defined as the standard deviation of unexpected growth shocks. According to Andersen and Banzoni (2008), realized volatility is a nonparametric ex-post estimate of the return variation. The most obvious realized volatility measure is the sum of finely-sampled squared return realizations over a fixed time interval. In contrast, innovation volatility may be referred to as the variation (over time) in aggregate economic output or other macroeconomic variables that arises due to structural, financial, or institutional innovations (e.g., financial-market development, financial liberalization, structural reforms, technological–financial innovation; Jermann and Quadrini, 2006). In this study, economic growth volatility (hereafter, EV) refers to realized volatility, assessed using the standard deviation of per-capita GDP growth.
A widely held view suggests that FD reduces macroeconomic volatility, particularly in developed countries. Some studies propose that well-developed banking systems mitigate EV, as industrial output fluctuations tend to be negatively correlated with banking-sector credit portfolios. However, these conclusions have not been consistently robust across different measures of FD. Given the crucial role that FD plays in shaping economic growth, policymakers must assess its implications for both stability and volatility. A precise understanding of this relationship is essential for designing macroeconomic policies that maximize the benefits of FD while mitigating its potential risks.
This relationship requires systematic evaluation from several perspectives. First, a simultaneous study of developed and developing countries using the same period, variable measures, and estimation techniques can clarify potentially different dynamics. Second, in contrast to earlier unidimensional approaches, this study examines depth, access, and efficiency for both bank-based and market-based components of FD.
We address three questions. First, does excessive FD prove detrimental by inducing EV? Second, if so, which dimensions of FD (depth, access, or efficiency) are the primary contributors? Third, is this effect consistent across developed and developing countries? The answers are intended to inform macroeconomic and macroprudential policymakers.
The post-2008 global financial crisis literature increasingly suggests that the relationship between FD and economic growth is nonmonotonic: FD initially fosters growth but, beyond a threshold, has a negative impact. This “vanishing effect” or “too-much-finance effect” underscores the need for further investigation. Examining interactions with institutional and regulatory environments within this assumed non-linear relationship may offer valuable insights for both policymakers and researchers.
Another source of inconclusiveness is the imperfection of indicators used to measure the financial system’s contribution to development.
Among these, financial depth is the most common proxy. Credit to the private sector is standard in cross-country regressions, but it is not comprehensive, as it fails to capture the diverse mechanisms through which the financial system supports growth (
Much of the literature on FD and growth has focused on depth, neglecting access and efficiency. As a result, policymakers and regulators are often left with a one-dimensional perspective. This study addresses that gap by using a detailed FD index that includes both FI and FM, further decomposed into depth, access, and efficiency for each component. This comprehensive framework, developed by
A further challenge is estimation uncertainty, which contributes to inconclusive empirical findings.
In line with Adam Smith’s proposition, two primary streams of thought underpin the relationship between financial development and economic outcomes. The first stream considers FD as a supply-leading productive input that fosters economic growth. Commonly referred to as the supply-leading hypothesis, this remains the dominant perspective. Because financial markets comprise various intermediaries, it is elaborated through multiple sub-theories, including finance theory, market-based theory, bank-based theory, law-and-finance theory, and financial-services-based theory.
Renewed interest in the finance — growth nexus was sparked by the development of endogenous growth models grounded in the supply-leading hypothesis. The seminal work of
Numerous studies provide empirical support for the supply-leading hypothesis, emphasizing the role of FD in promoting economic growth. A foundational contribution is
A significant body of research, however, identifies excessive credit expansion as a driver of economic volatility (
Recent studies also highlight that financialization affects EV through various channels. Yilmaz (2024) show that enhanced FD, particularly through improved banking and capital markets, can reduce volatility by improving risk management and capital allocation, although in some cases it may also increase exposure to systemic shocks.
Concerns about excessive financial deepening date back to
Another mechanism through which financial deepening contributes to volatility is monetary policy. A contractionary stance can raise interest rates, limit credit access for small businesses, and increase systemic vulnerability (
The size of the financial system is also correlated with economic volatility.
Some studies focus on financial markets as a source of volatility.
The securitization of lending portfolios has also been linked to greater instability.
Despite these concerns, some researchers argue that financial-sector development can reduce EV. This perspective is based on the premise that innovative financial structures allow greater risk-sharing, reduce financial constraints, and enhance firms’ ability to absorb shocks. These mechanisms also promote consumption smoothing, stabilizing household spending patterns.
Several studies further suggest that financial deepening reduces the impact of external shocks, helping stabilize macroeconomic conditions (
Some researchers propose a U-shaped relationship between financial-sector development and EV. Alatrash et al. (2014) argue that in well-developed financial systems, FD initially reduces growth volatility, but beyond a threshold it begins to increase it. These findings are consistent with
Levine (2021) emphasizes that shortcomings in FD measurement hinder definitive conclusions regarding whether and how finance drives growth. The lack of a universally accepted indicator has contributed to inconsistencies in empirical findings, making it difficult for policymakers to formulate effective strategies based on FD metrics.
A review of thirty significant studies on FD and growth reveals considerable variation in measurement approaches. As shown in Table
| No. | Authors | Theory | Estimate of FD | Dimension of FD |
| 1 | Gregorio and Guidotti (1995); |
Supply-leading hypothesis | Private credit provided by domestic commercial banks and other financial institutions-to-GDP | Financial depth |
| 2 | Shen and Lee (2006); Chakraborty (2010) | Supply-leading hypothesis | Stock-market activity | Financial depth |
| 3 |
|
Supply-leading hypothesis | M1-to-GDP ratio | Financial depth |
| 4 |
|
Supply-leading hypothesis | M2-to-GDP ratio | Financial depth |
| 5 | Dawson (2008); |
Supply-leading hypothesis | M3-to-GDP ratio | Financial depth |
| 6 |
|
Supply-leading hypothesis | Bond-market development | Financial depth |
| 7 |
|
Supply-leading hypothesis | Private credit-to-deposit-money ratio | Financial depth |
| 8 |
|
Supply-leading hypothesis | Stock-market liquidity (financial-market development) | Financial depth |
| 9 | Levine et al. (2000); |
Supply-leading hypothesis | Country’s legal origin | Financial depth |
Beyond measurement inconsistencies, another shortcoming is the overemphasis on financial depth as the sole indicator of FD. While depth — defined as the size of financial institutions and markets relative to GDP — is important, it does not fully capture the complexity of FD. The literature increasingly recognizes three core dimensions: financial depth, financial access, and financial efficiency. Financial access refers to the availability and affordability of financial services, ensuring that individuals and businesses can participate in financial systems. Financial efficiency measures how effectively institutions allocate capital, manage risk, and support economic activity.
The failure to incorporate financial access and efficiency into FD measurement represents a major gap. This omission limits policymakers’ ability to design holistic financial policies that promote inclusive and sustainable development. Most existing research focuses predominantly on depth, overlooking the essential contributions of access and efficiency in shaping overall effectiveness. Addressing this gap — by integrating all three dimensions (depth, access, and efficiency) into analysis — enables a more comprehensive understanding of the finance — growth relationship and supports the formulation of policies aimed at enhancing financial stability and long-term growth.
Traditional measures — such as credit-to-GDP and stock-market capitalization ratios — offer narrow proxies that do not capture the full scope of financial development. A more robust approach evaluates these aspects using composite indices with well-defined sub-indices, yielding a more accurate estimate of FD. Moreover, FD should not be confined to a single dimension (depth). A holistic measure must incorporate financial efficiency and financial access, which are equally critical for understanding how financial systems affect economic performance.
Recognizing these gaps, this study adopts a comprehensive index that evaluates both financial institutions and financial markets, incorporating depth, efficiency, and access as key dimensions through structured sub-indices.
The divergence in empirical findings further highlights the complexity of the relationship between FD and economic volatility, underscoring the need for systematic investigation. Table
Inconclusive evidence: Relationship between financial development and economic volatility.
| Evidence type | Authors |
| Positive relationship between financial development and economic volatility |
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| Negative relationship between financial development and economic volatility |
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| U-shaped relationship between financial development and economic volatility |
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| Insignificant impact of financial development on economic volatility | Beck et al. (2003) |
The literature shows that the relationship between financial development and economic volatility is both inconclusive and underexplored. Few studies investigate which specific dimensions — depth, access, or efficiency — drive heightened volatility, leaving a significant research gap. This study addresses that shortcoming. Moreover, recent research on FD and economic growth, particularly in the post-Global Financial Crisis (2008) era, has largely focused on developing countries or single-country cases (e.g.,
Overall, the existing literature highlights a paradoxical and inconsistent relationship between financial development, economic growth, and its volatility. Empirical studies report positive, negative, U-shaped, and insignificant relationships. These inconsistencies present a dilemma for policymakers, who must decide whether to promote FD as a tool for growth or to curtail it to prevent imbalances that could destabilize the economy.
The empirical literature provides mixed evidence — both negative and positive — regarding the relationship between FD and EV. Building on this ambiguity, we hypothesize a nonlinear relationship between FD and EV: FD initially promotes stability by reducing EV, but beyond a threshold it may increase volatility.
H1: There is a nonlinear relationship between FD and EV in developed countries. H2: There is a nonlinear relationship between FD and EV in developing countries. (see Fig.
This study examines a nonlinear relationship between financial development (FD) and economic growth volatility (EV) across two country groups — developed and developing — using panel data and two estimation strategies: PCSE and GMM. The main independent variable, FD, is measured with a composite index comprising three sub-dimensions — depth, access, and efficiency — each defined separately for FI and FM.
The empirical model is represented by Equation (1), which links the dependent variable, EV, to FD and controls for country j at time t:
(1)
Equation (1) tests Hypotheses 1 and 2 regarding nonlinearity between FD and EV. A positive coefficient on the quadratic term (γ2) indicates a U-shaped relationship (stability at lower FD and higher EV beyond a threshold), whereas a negative γ2 indicates an inverted-U. The turning point is given by −γ1/(2γ2) when γ2 ≠ 0.
Diagnostic tests indicate autocorrelation, heteroskedasticity, and cross‑sectional dependence; therefore, we employ PCSE to estimate Equation (1). As a robustness check and to address potential endogeneity, we also estimate the model using GMM.
The dependent variable, EV, captures fluctuations in economic performance and is measured as the standard deviation of per-capita GDP growth, providing an indicator of macroeconomic stability and the extent of output fluctuations over time.
The construction of the financial development index follows a structured, multi-step approach. First, we develop six sub-indices: Financial Institutions’ Access (FIA), Financial Institutions’ Depth (FID), Financial Institutions’ Efficiency (FIE), Financial Markets’ Access (FMA), Financial Markets’ Depth (FMD), and Financial Markets’ Efficiency (FME). Each sub-index aggregates the corresponding variables in Table
| Financial institutions | Financial markets | |
| Depth | (1) Private-sector credit (% of GDP) (2) Pension-fund assets (% of GDP) (3) Mutual-fund assets (% of GDP) (4) Insurance premiums, life and nonlife (% of GDP) | (1) Stock-market capitalization-to-GDP (2) Stocks-traded-to-GDP (3) International debt securities, government (% of GDP) (4) Total debt securities of nonfinancial corporations (% of GDP) (5) Total debt securities of financial corporations (% of GDP) |
| Access | (1) Bank branches (commercial) per 100,000 adults (2) ATMs per 100,000 adults | (1) Percent of market capitalization outside the top ten companies (2) Total number of debt issuers (domestic and external; nonfinancial and financial corporations) |
| Efficiency | (1) Net interest margin (2) Lending — deposit spread (3) Non-interest income to total income (4) Overhead costs to total assets (5) Return on assets (6) Return on equity | (1) Stock-market turnover ratio (stocks traded/capitalization) |
Second, we obtain the Financial Institutions (FI) and Financial Markets (FM) indices by aggregating their respective sub-indices via PCA. Finally, we combine FI and FM to construct the overall FD index, a comprehensive multidimensional measure of financial development.
Following
We test the hypotheses using a sample of 30 developed and 30 developing economies, employing country-level annual data for the independent, dependent, and control variables over 1981–2022. This extended timeframe captures the evolution of financial systems from rudimentary banking structures to modern, technology-driven systems. Unlike many recent studies that focus on the post‑Global Financial Crisis period or begin in the mid-1990s, our coverage spans more than four decades. Countries are selected using the International Monetary Fund (IMF) classification, with additional filtering based on data availability.
Data are drawn from widely used sources, including the World Development Indicators and TheGlobalEconomy.com. Countries with substantial missing data are excluded to preserve data integrity, although this exclusion may introduce selection bias.
A panel-data structure is adopted because it improves identification relative to pure cross-sectional or time-series approaches. Cross-country models often suffer from unobserved country-specific effects being absorbed into the error term; if these effects correlate with regressors, coefficients are biased. Panel data help control for individual heterogeneity and reduce omitted-variable bias, and they facilitate the use of instrumental-variable strategies where appropriate (
To verify consistency and reliability, we compute summary statistics (mean, minimum, maximum, and standard deviation) and assess multicollinearity using the variance inflation factor (VIF). We also examine normality and test for heteroskedasticity, cross-sectional dependence, and autocorrelation.
The dataset is an unbalanced panel because data availability varies across countries and time. Missing observations can introduce bias — particularly if nonrandom — but this concern is less acute for developed countries with more complete historical data. For developing countries, nonrandom exclusion is applied where missingness is substantial. Unbalanced panels can bias standard errors, aggravate heteroskedasticity and serial correlation, and reduce efficiency. To mitigate these risks, we estimate models using panel-corrected standard errors (PCSE) and, as a robustness check, the generalized method of moments (GMM).
PCSE adjusts standard errors for heteroskedasticity, serial correlation, and cross-sectional dependence, yielding more reliable inference in panel settings, including unbalanced panels. It is generally preferred to ordinary least squares and often performs better than feasible generalized least squares in empirical applications.
To strengthen econometric validity further, we also estimate via GMM — well suited for addressing endogeneity and omitted-variable bias. The GMM framework introduced by
While PCSE focuses on improving inference under heteroskedasticity and cross-sectional correlation given a correctly specified model, GMM offers a complementary approach that allows consistent parameter estimation under weaker assumptions, particularly in the presence of endogenous regressors.
The descriptive statistics are reported in Table
| Variable | Observations | Mean | Std. dev. | Min. | Max. | Skewness | Kurtosis | VIF |
| FID | 2160 | 0.42654 | 0.28524 | 0 | 1.11258 | 0.44456 | 1.9025 | 1.62 |
| FID 2 | 2160 | 0.26798 | 0.27687 | 0 | 1.20689 | 1.2258 | 3.7872 | – |
| FIA | 2160 | 0.47659 | 0.27614 | 0 | 1.16111 | 0.24213 | 1.8174 | 1.46 |
| FIA 2 | 2160 | 0.27256 | 0.29035 | 0 | 1.14878 | 0.9540 | 2.6687 | – |
| FIE | 2160 | 0.61365 | 0.15220 | 0 | 0.93994 | −1.5309 | 3.6790 | 1.34 |
| FIE 2 | 2160 | 0.37689 | 0.14545 | 0 | 0.90228 | −0.2223 | 2.5629 | – |
| FMD | 2160 | 0.35311 | 0.30222 | 0 | 1.24777 | 0.6430 | 2.6017 | 1.51 |
| FMD 2 | 2160 | 0.21832 | 0.27569 | 0 | 1.53361 | 1.3061 | 3.4060 | – |
| FMA | 2160 | 0.39473 | 0.23749 | 0 | 1.19444 | 0.4857 | 2.3668 | 1.20 |
| FMA 2 | 2160 | 0.19881 | 0.23441 | 0 | 1.35942 | 1.6898 | 5.2147 | – |
| FME | 2160 | 0.48087 | 0.34781 | 0 | 1.27604 | 0.3421 | 1.5158 | 1.17 |
| FME 2 | 2160 | 0.36437 | 0.36534 | 0 | 1.69719 | 0.7825 | 2.3647 | – |
| FI | 2160 | 0.50208 | 0.27990 | 0 | 1.16639 | 0.1183 | 1.6897 | 1.89 |
| FI2 | 2160 | 0.31340 | 0.26311 | 0 | 1.12491 | 0.6144 | 3.2588 | – |
| FM | 2160 | 0.38945 | 0.27666 | 0 | 1.09129 | 0.4141 | 2.2571 | 1.41 |
| FM 2 | 2160 | 0.23333 | 0.24888 | 0 | 1.18968 | 1.1874 | 3.3435 | – |
| FD | 2160 | 0.45667 | 0.20201 | 0 | 1.09732 | 0.2459 | 1.3267 | 1.42 |
| FD 2 | 2160 | 0.25554 | 0.19818 | 0 | 1.14903 | 2.0789 | 3.9980 | – |
| EV | 2160 | 2.872 | 1.301 | −0.19368 | 0.30191 | −0.1912 | 7.3601 | – |
For the linear terms of the financial-development components — financial institutions’ depth (FID), access (FIA), and efficiency (FIE), and financial markets’ depth (FMD), access (FMA), and efficiency (FME) — dispersion is moderate. Notably, FIA and FIE have standard deviations below their means, indicating relatively tight distributions across countries.
By contrast, for the squared terms of the market subindices — FMD2, FMA2, and FME2 — the standard deviations exceed the means, suggesting that higher levels of market development are associated with greater variability. This pattern is consistent with threshold-type, volatility-enhancing effects at elevated levels of market development.
An inspection of skewness and kurtosis shows no extreme departures from symmetry or thin/thick tails: most variables have skewness within ±2 (
We apply the Breusch–Pagan test for heteroskedasticity to assess whether error variances are constant across observations. Table
| Issue | Test statistic |
| Heteroskedasticity (Breusch–Pagan) | 213.70*** |
| Cross-sectional dependence (Pesaran CD) | 49.127*** |
| Autocorrelation (Breusch–Godfrey) | 40.279*** |
To examine correlation across countries, we use
Lastly, the Breusch–Godfrey test is used to detect serial correlation in residuals across panel units. The results show statistically significant autocorrelation.
These diagnostics motivate the use of PCSE and support our GMM robustness checks.
The findings in Table
| Variable | Sample (method) | |||
| 60 countries (PCSE) | Developed (PCSE) | Developing (PCSE) | 60 countries (twostep GMM) | |
| FD | 0.5239 | −0.0459* | 0.0499** | 0.0598 |
| FD 2 | 0.3256 | 0.0444** | −0.0598** | 0.0831*** |
| FI 2 | 0.0247** | 0.0378** | −0.0709* | 0.3591*** |
| FM 2 | 0.0210** | −0.0101*** | −0.0456** | 0.3896** |
| FID 2 | 0.0233*** | 0.0196*** | −0.0388** | 0.1718** |
| FIA 2 | 0.0199*** | −0.0289** | −0.0513** | 0.1470*** |
| FIE 2 | −0.0436** | −0.0593* | 0.0382** | 0.1503** |
| FMD 2 | 0.0274*** | 0.0194*** | 0.0422** | 0.3120** |
| FMA 2 | 0.0851* | 0.0236** | −0.0259*** | 0.1750*** |
| FME 2 | −0.0311** | −0.0241** | 0.0413** | 0.1116*** |
FI in developed economies also exhibit a U-shaped pattern with EV. At the subindex level, FID is U-shaped, while FIA and FIE are inverted U-shaped (IUS) — volatility increases at early stages of financial development, but declines once financial development reaches higher levels. These results align with evidence for advanced economies showing that volatility tends to rise at higher FD levels. U-shaped patterns for FD, FI, FID, and FMD are consistent with Alatrash et al. (2014),
Several mechanisms may explain why elevated FD lifts volatility in developed economies.
Excessive credit growth is another channel.
For the 30 developing countries, we find an inverted U-shaped FD–EV relationship: volatility rises at early FD stages and falls at higher levels. Similar IUS patterns hold for FI, FID, and FIA, while FIE is U-shaped. On the market side, FMD and FME are inverted U-shaped — consistent with
Several factors may underpin these patterns.
For the full sample of 60 countries, FD does not show a statistically significant linear association with EV, whereas the squared term is positive and significant (Table
FI also display nonlinear effects. The squared terms for FI and its sub-indices — FID, FIA, and FIE — are jointly significant, indicating that banking-sector development affects EV through threshold-type mechanisms. Depth and access tend to become volatility-enhancing as they expand beyond moderate levels, consistent with the idea that rapid credit growth and broadening outreach can, after some point, fuel risk-taking and misallocation. The behavior of efficiency is more nuanced, suggesting that improvements in intermediation quality can dampen volatility up to a point, but may introduce new vulnerabilities when efficiency gains are driven by aggressive risk transfer or loosening lending standards. These findings are in line with previous work linking “too much finance” to heightened volatility (
By contrast, FM exhibit a stabilizing effect at lower levels of development and a destabilizing effect at higher levels. In the baseline regressions, the linear FM term is negative and the squared term is positive, implying that initial deepening of financial markets helps absorb shocks and smooth fluctuations, but very high levels of market development are associated with increased volatility. At the component level, FMD follows a U-shaped pattern with EV: early stages of market deepening reduce volatility, whereas further expansion eventually becomes destabilizing. FME displays an IUS relationship, whereby initial efficiency gains lower volatility, but very high efficiency — often accompanied by complex trading strategies and higher leverage — can again raise exposure to systemic risk.
To assess robustness, the study reestimates the models using GMM. The GMM results, also reported in Table
Taken together, the evidence suggests that financial development has a dual effect on macroeconomic stability. Moderate development of financial institutions and markets tends to be stabilizing, strengthening risk sharing and smoothing fluctuations, whereas excessive deepening introduces systemic risks that raise volatility. For regulators and policymakers, this underscores the importance of managing the pace and composition of financial-sector growth — especially the expansion of credit and the sophistication of market instruments — so that financial development supports, rather than undermines, long-term economic stability.
The results indicate that in developed economies economic volatility rises at higher levels of financial development. A decomposition shows that financial depth in both banking and market segments is the main driver of this effect, consistent with the “too-much-finance” view: beyond a threshold, additional deepening ceases to raise productivity and instead heightens fragility.
On the banking side, abundant credit can misallocate resources toward saturated sectors, with surplus liquidity spilling into speculative, non-productive uses and inflating asset-price cycles. Concentrated banking structures may also exclude collateral-constrained entrepreneurs, dampening innovation and entrenching inequality. On the market side, excessive depth encourages complex instruments that obscure underlying risk, raising exposure to tail events.
Policy for developed economies. Financial deepening should be balanced with real-sector needs and accompanied by guardrails. Useful tools include (i) targeted credit-allocation mechanisms that tilt a portion of private credit toward innovative, high-potential firms; (ii) state-backed credit-guarantee schemes to relax collateral constraints for start-ups; and (iii) borrower-based macroprudential limits and countercyclical buffers to restrain leverage cycles. Equity-market exuberance should not dominate sectoral growth; a balanced architecture that supports both bank-based and market-based intermediation fosters resilience.
Access and efficiency at high development levels. In line with our estimates, financial-institution access (FIA) and efficiency (FIE) in developed economies display inverted U-shapes: broadening inclusion and lowering intermediation frictions are stabilizing at low-to-moderate FD, but can become destabilizing when very extensive (for example, if standards loosen or risk migrates to weaker borrower segments). Policy should therefore expand access with safeguards (e.g., proportional affordability tests, stress-tested digital onboarding) and pursue efficiency gains that do not erode underwriting quality. On the market side, widening participation (a larger free float beyond the top-ten firms) can diversify risk without encouraging excessive churn.
In developing economies, EV declines at higher FD. Development in both financial institutions and markets contributes to this stabilizing effect, plausibly because credit is more often directed to productive investment and markets are less saturated with complex, high-risk instruments. Sequencing matters: deepen access and market infrastructure while building supervisory capacity, so that later-stage risks are contained. As shown by recent evidence, improving regulatory quality can moderate volatility in bank-centric environments (
Interpretation. The supply-leading hypothesis on its own does not capture the nonmonotonic pattern we observe. In developed economies, higher FD is associated with greater EV at advanced stages — reflecting risk-taking, complex instruments, and expansive credit cycles. In developing economies, sustained deepening tends to stabilize EV, consistent with finance supporting productive investment and diversification.
Limitations and future research. We focus on FD as a determinant of EV. Other forces — especially financial innovation (e.g., securitization, derivatives, digital credit) — may materially shape volatility. Future work should integrate direct measures of innovation intensity, interact them with institutional quality and macroprudential regimes, and quantify threshold (turning-point) levels at which benefits give way to risks.