Next Article in Journal
AI as a Decision Companion: Supporting Executive Pricing and FX Decisions in Global Enterprises Through LSTM Forecasting
Previous Article in Journal
Real Options for IFRS-S1 and S2 2024 Mandatory Disclosures: An Alternative Approach to Capital Budgeting Valuation
 
 
Font Type:
Arial Georgia Verdana
Font Size:
Aa Aa Aa
Line Spacing:
Column Width:
Background:
Article

Working Capital Management and Profitability in India’s Cement Sector: Evidence and Sustainability Implications

by
Ashok Kumar Panigrahi
Department of Technology Management, Mukesh Patel School of Technology Management and Engineering, Narsee Monjee Institute of Management Studies (NMIMS), Shirpur 425405, India
J. Risk Financial Manag. 2025, 18(10), 541; https://doi.org/10.3390/jrfm18100541
Submission received: 23 August 2025 / Revised: 19 September 2025 / Accepted: 22 September 2025 / Published: 25 September 2025
(This article belongs to the Section Business and Entrepreneurship)

Abstract

This study investigates the impact of working capital management (WCM) on profitability in the Indian cement industry, an energy-intensive sector central to the country’s infrastructure growth. Using a balanced panel of listed firms over 2010–2024, we employ pooled OLS, two-way fixed effects, quantile regressions, and dynamic system GMM to address heterogeneity and endogeneity concerns. The results demonstrate that reductions in the cash conversion cycle (CCC), accelerated receivables collection, leaner inventories, and prudent use of payables significantly improve profitability. Quantile regressions reveal that highly profitable firms capture larger absolute gains from CCC reductions, while size-split analysis indicates that smaller and liquidity-constrained firms achieve proportionally greater marginal relief. These findings represent complementary perspectives rather than unified statistical relationship, a limitation we acknowledge. Dynamic estimates confirm the robustness of results after accounting for persistence and reverse causality. Beyond firm-level outcomes, the study contributes conceptually by linking WCM efficiency to sustainability financing: liquidity released from shorter operating cycles can be redeployed into green and energy-efficient investments, offering a potential channel for ESG alignment in carbon-intensive industries. Policy implications highlight the role of digital reforms such as TReDS and e-invoicing in strengthening liquidity efficiency, particularly for mid-sized firms. The findings extend the international WCM profitability literature, provide sector-specific evidence for India, and suggest new avenues for integrating financial and sustainability strategies.

1. Introduction

The Indian cement industry forms a cornerstone of the country’s infrastructure and economic growth, playing a critical role in affordable housing, national highways, renewable energy projects, and industrial modernisation. With India poised to remain the world’s second-largest cement producer, the sector is strategically important not only for infrastructure development but also for employment generation, regional growth, and the transition toward sustainable industrial practices. However, cement manufacturing is both capital- and energy-intensive, exposing firms to volatile raw material costs, high logistics expenses, and seasonally fluctuating demand. These characteristics translate into long, complex operating cash cycles, where large volumes of capital are tied up in receivables and inventories, while supplier payments often act as a buffer. Consequently, the way in which firms manage their working capital becomes a crucial determinant of financial stability, profitability, and competitiveness.
While prior Indian studies, (such as Ghosh & Maji, 2004; Vishnani & Shah, 2007; Jindal et al., 2020) have examined working capital efficiency and profitability, these works were either sector-general or relied on pre-reform data. They did not account for transformative institutional developments such as GST, e-invoicing, Trade Receivables Discounting Systems (TReDSs), and the rapid digitalisation of supply-chain finance, nor did they situate WCM within a sustainability finance framework. This study advances the literature by (i) extending firm-level evidence through 2024, thereby capturing the effects of recent regulatory and technological changes, (ii) offering sector-specific insights for the Indian cement industry, and (iii) conceptually linking WCM efficiency to sustainability financing, a dimension absent from earlier Indian research. In doing so, the paper provides a more contemporary and strategically relevant contribution to both academic debate and industry practice.
Working capital management (WCM) is concerned with balancing receivables, inventories, and payables in a manner that sustains liquidity while safeguarding relationships with customers and suppliers. A widely adopted metric in this context is the cash conversion cycle (CCC), which aggregates the average collection period (ACP), inventory turnover period (ITP), and average payment period (APP). A shorter CCC reflects a faster recycling of funds invested in operations, lower dependence on costly external financing, and improved profitability. Conversely, elongated cycles may strain liquidity, increase financing costs, and dampen profitability. Yet, WCM decisions involve critical trade-offs: aggressive collection policies may alienate distributors, excessively lean inventories risk stock-outs in project-driven markets, and prolonged payment delays may weaken supplier goodwill. Effective WCM, therefore, requires balancing efficiency with commercial relationships.
Beyond financial prudence, WCM is increasingly viewed through the lens of sustainability and resilience. In industries such as cement, where decarbonisation requires significant capital outlays, liquidity released through efficient WCM can serve as an internal financing mechanism for green investments. Initiatives such as waste-heat recovery systems, alternative fuel co-processing, energy-efficient grinding technologies, and clinker factor reduction often face high upfront costs and uncertain payback periods. By freeing capital from operating cycles, firms can fund these projects without resorting to fragile short-term debt or equity dilution. Thus, WCM is not merely an operational efficiency tool but a strategic lever that links short-term liquidity with long-term sustainability and competitiveness.
Although international research consistently documents a negative relationship between CCC and profitability, empirical evidence for India’s cement industry remains limited, fragmented, and in many cases outdated. Earlier Indian studies (e.g., Ghosh & Maji, 2004; Vishnani & Shah, 2007) primarily focused on efficiency differences in working capital policies without considering recent institutional and structural changes. In the past decade, the landscape of Indian corporate finance has transformed significantly with the adoption of e-invoicing, Trade Receivables Discounting Systems (TReDSs), GST reforms, and digital platforms for supplier financing, alongside increasing pressure on industries to align with net-zero carbon pathways. These developments have fundamentally reshaped liquidity management practices. As a result, prior evidence, which predates such changes, may not accurately reflect the current dynamics of WCM-profitability linkages in India’s cement sector.
Against this backdrop, the present study addresses three key gaps. First, it provides updated sector-specific evidence by analysing firm-level data from 30 publicly listed cement firms over the period 2010–2024. Extending the timeline to 2024 ensures that the findings capture the impact of recent institutional shifts and structural transformations. Second, it embeds WCM within a sustainability finance framework, arguing that efficiency gains in liquidity management can directly support investments in low-carbon technologies and resilience strategies. This lens moves beyond traditional profitability measures to emphasise the strategic role of WCM in enabling sustainable transition in capital-intensive industries. Third, it explores heterogeneity across firms by incorporating quantile regression and firm-size splits, showing how the impact of WCM varies across different profitability levels and organisational scales. By doing so, the study recognises that liquidity-constrained or smaller firms may derive disproportionately higher benefits from tighter working capital discipline compared to larger peers with greater bargaining power and digital maturity.
Accordingly, this study pursues three interrelated objectives. First, it examines how the principal working-capital levers—average collection period (ACP), inventory turnover period (ITP), average payment period (APP), and the composite cash conversion cycle (CCC)—affect firm profitability in India’s cement sector. Second, it tests for firm-level heterogeneity by analysing whether the profitability impact of CCC compression is stronger for smaller or liquidity-constrained firms. Third, it explores the potential role of WCM in supporting sustainability investments by conceptualising liquidity gains as an internal financing source for decarbonisation initiatives. Together, these objectives provide an integrated framework for understanding both the financial and strategic implications of working capital efficiency in a capital-intensive industry.
This study makes several contributions to both theory and practice. Empirically, it extends the evidence base by analysing firm-level data from 2010 to 2024, a period that captures the effects of major institutional reforms such as the Goods and Services Tax (GST), e-invoicing mandates, and the introduction of the Trade Receivables Discounting System (TReDS). Conceptually, it situates WCM within a sustainability finance framework, highlighting how liquidity savings can potentially enable firms to invest in energy-efficient technologies and resilience strategies. Methodologically, it applies a layered econometric approach—fixed effects, quantile regression, and dynamic system GMM—that not only addresses heterogeneity and endogeneity but also reflects the structural characteristics of the cement industry. By combining these dimensions, the study advances academic debates on WCM, offers managers actionable insights into profitability and liquidity strategies, and provides policymakers with evidence on how institutional reforms influence financial outcomes in energy-intensive sectors.
Taken together, these contributions make the study relevant to three key constituencies. For academics, it refines both the theoretical and empirical understanding of working capital management (WCM) within an evolving institutional context. For managers, it demonstrates how efficiency gains in working capital can be translated into actionable strategies that enhance profitability while supporting sustainability objectives. For policymakers, it highlights how institutional reforms in invoicing, supply-chain financing, and digital platforms can accelerate improvements in both financial and environmental performance in energy-intensive industries.
To address earlier limitations, this revised manuscript makes three clarifications. First, it explicitly frames the research gap by situating the study within both global WCM literature and the specific institutional context of India’s cement sector. Second, it aligns the empirical model with the sector’s unique traits, justifying the choice of variables and methods. Third, it distinguishes between empirical contributions (the CCC–profitability nexus and firm-level heterogeneity) and conceptual implications (potential sustainability financing). Together, these refinements enhance the manuscript’s theoretical grounding, methodological transparency, and contribution to both scholarly debate and managerial practice.

2. Literature Review

2.1. Conceptual and Theoretical Foundations

Working capital management (WCM) is a core function of corporate finance that deals with balancing receivables, inventories, and payables to ensure liquidity and profitability. The cash conversion cycle (CCC), introduced by Richards and Laughlin (1980), remains the most widely used measure, capturing the time required to convert outflows into inflows. A shorter CCC implies faster liquidity recycling, reduced external financing needs, and improved firm performance.
Classical finance theory explains the importance of WCM through agency cost and information asymmetry perspectives (Jensen & Meckling, 1976; Myers & Majluf, 1984). Internal cash generated through efficient WCM often substitutes for costly external finance, especially in markets with frictions. Theory thus predicts negative associations between profitability and both ACP and ITP, while APP (supplier credit) can have a positive role when used prudently.

2.2. International Evidence on WCM–Profitability Link

A substantial global body of research confirms that WCM strongly affects profitability. Shin and Soenen (1998) and Deloof (2003) find negative associations between CCC (and its components) and profitability, while APP contributes positively to liquidity. Studies across Europe (Lazaridis & Tryfonidis, 2006; Lyngstadaas & Berg, 2016), Asia, and Africa reaffirm these patterns, showing that each additional day tied in receivables or inventories depresses returns.
However, research also highlights non-linearities and contingencies. Aktas et al. (2015) demonstrate that extremely aggressive collection policies or excessively lean inventories may harm sales or increase stock-outs. Similarly, Baños-Caballero et al. (2014) show that firms under financial constraints experience larger benefits from WCM improvements compared to financially stronger firms. These insights suggest that WCM is not universally optimal but depends on context, bargaining power, and financial flexibility.
Trade credit has emerged as a special case. Ng et al. (1999) and later studies find that supplier credit not only substitutes for external finance but also acts as a relational tool, shaping buyer–seller dynamics. For industries reliant on distribution networks, trade credit terms can stabilise throughput or provide hidden financing channels.

2.3. Indian Evidence and Cement-Sector Context

In India, foundational studies such as Ghosh and Maji (2004) and Vishnani and Shah (2007) documented that longer cash conversion cycles reduce profitability, highlighting the importance of working capital discipline across manufacturing firms. More recently, Jindal et al. (2020) reinforced this evidence using panel regressions, though their analysis remained sector-general and pre-dated significant institutional reforms such as the Goods and Services Tax (GST), e-invoicing mandates, and the adoption of the Trade Receivables Discounting System (TReDS). These regulatory changes, along with the rapid digitalisation of supply-chain finance, have fundamentally altered how liquidity is managed in Indian corporations.
However, sector-specific evidence for cement remains limited and outdated. The cement industry is unique in three respects. First, its distribution structure generates long receivable cycles, as sales often depend on dealer and distributor credit, with extended payment periods. Second, cement is a low-obsolescence but high-carrying-cost product, requiring bulky inventory buffers to cope with seasonal demand swings and logistical bottlenecks. Third, the sector is capital- and energy-intensive, exposing firms to high fixed costs and cash-flow rigidity. These traits make working capital management particularly critical for financial stability and profitability in cement. Yet, prior Indian research has not rigorously examined how these sector-specific dynamics interact with working capital efficiency.
Furthermore, while the international literature increasingly situates WCM within sustainability and ESG frameworks (e.g., Eldomiaty et al., 2023; Gidage et al., 2024; Mao et al., 2024), Indian cement studies have not explored how liquidity savings from WCM can conceptually support green investment financing in decarbonisation projects such as waste-heat recovery or alternative fuels. Thus, the cement sector remains under-researched despite being strategically important for India’s low-carbon transition.

2.4. Emerging Perspectives: Sustainability, Digitalisation, and Heterogeneity

Recent scholarship extends WCM beyond financial efficiency into sustainability and resilience. Singh and Kumar (2014) and Padachi (2006) note that disciplined WCM builds buffers that can be redeployed toward long-term investments. In energy-intensive sectors like cement, freed liquidity can finance green capex (waste-heat recovery, alternative fuels, energy-efficient grinding), aligning short-term profitability with long-term carbon reduction.
Recent scholarship further reinforces the argument that working capital efficiency has implications beyond financial outcomes. Eldomiaty et al. (2023) show that optimising WCM among U.S. blue-chip firms improves both profitability and resilience, highlighting WCM as a strategic driver of long-term value creation. In the Indian context, Gidage et al. (2024) demonstrate that ESG performance significantly reduces systemic risk, implying that firms with disciplined liquidity management and sustainability orientation are better insulated from market shocks. Similarly, Mao et al. (2024) document how digital maturity in supply chain finance enhances financial health in Chinese corporations, providing an international parallel to India’s ongoing transition toward digitalised trade credit platforms. Mirón Sanguino et al. (2024), through a bibliometric mapping of WCM research, emphasise that ESG-finance linkages are emerging as a critical frontier in this field. Collectively, these works underscore the evolving role of WCM not only as a tool for profitability enhancement but also as an internal financing mechanism for sustainability investments, especially in capital- and energy-intensive industries like cement.
Digitalisation is another transformative force. With the adoption of ERP systems, e-invoicing, analytics-based credit scoring, and invoice discounting platforms, firms now have tools to shorten CCCs and reduce variability. Larger firms, with scale advantages, are early adopters and structurally maintain shorter CCCs (Lyngstadaas & Berg, 2016). Smaller firms, however, may benefit more from marginal improvements, as shown in quantile-based studies.
In capital-intensive sectors such as cement, profitability is also known to exhibit persistence due to cyclical demand, high fixed costs, and capacity utilisation patterns (Chang, 2018). This persistence has methodological implications, as it reinforces the need for dynamic estimators that can account for lagged profitability effects and simultaneity in working capital decisions.
Distributional heterogeneity is increasingly recognised: quantile regressions (Baños-Caballero et al., 2014) show that the payoff to WCM improvements is greatest for liquidity-constrained firms in the lower profitability quantiles. This resonates with cement sector realities, where small and mid-sized firms often struggle with liquidity and bargaining power.

2.5. Synthesis, Gaps, and Hypotheses Development

Across geographies, four consistent insights emerge. First, shorter cash conversion cycles (CCCs) are generally associated with higher profitability, although boundary conditions exist depending on customer–supplier relationships. Second, sectoral context shapes WCM intensity: industries with bulky inventories, seasonal demand, and high logistics costs (such as cement) experience amplified liquidity pressures. Third, firm-specific constraints matter—smaller or financially weaker firms derive disproportionately higher benefits from tighter WCM, as shown in quantile-based international studies. Fourth, the recent literature recognises that WCM is increasingly relevant for sustainability financing, since internally freed liquidity can be redirected toward long-term decarbonisation investments.
Despite these advances, three research gaps remain unresolved for India’s cement sector:
  • Sector-specific evidence is outdated. Earlier Indian studies relied on pre-2015 data and did not account for institutional reforms (GST, e-invoicing, TReDS) or digitalisation trends that have reshaped liquidity practices.
  • Firm-level heterogeneity is underexplored. Such heterogeneity further justifies the use of advanced econometric approaches. Quantile regressions can capture distributional differences in profitability outcomes between liquidity-constrained and financially stronger firms (Baños-Caballero et al., 2014). Likewise, dynamic panel estimators such as system GMM are appropriate in capital-intensive industries where profitability persistence and reverse causality are especially pronounced. While global studies highlight that liquidity-constrained firms benefit more from WCM efficiency, this has not been systematically tested for Indian cement firms with varying scale, profitability, and bargaining power.
  • Sustainability implications remain conceptual. Although WCM has been linked internationally to ESG performance and systemic risk reduction, no Indian study has examined whether liquidity savings in cement could empirically support decarbonisation financing.
To address these gaps, this study sets out the following hypotheses:
H1. 
Profitability (ROA/ROE) is inversely related to the cash conversion cycle (CCC) and its components (ACP, ITP), and positively related to APP when used prudently.
H2. 
The profitability impact of CCC compression is stronger for smaller or liquidity-constrained firms, implying heterogeneous benefits across the profitability distribution.
H3. 
Liquidity gains from WCM efficiency may conceptually support sustainability investments, although this channel is not empirically tested in the present study.
This framing positions the study within existing scholarship while clarifying how it extends prior work—by updating evidence through 2010–2024, testing distributional heterogeneity, and situating WCM within a sustainability finance framework tailored to the cement industry (see Table 1).
Taken together, prior studies establish the negative link between CCC and profitability, yet sector-specific evidence for India’s cement industry remains outdated and fragmented. Most existing research does not incorporate recent institutional reforms (GST, e-invoicing, TReDS), nor does it empirically examine firm-level heterogeneity or integrate sustainability finance into WCM frameworks. This study addresses these gaps by providing updated evidence through 2024, testing distributional heterogeneity, and conceptually linking WCM efficiency to sustainability financing.

3. Materials and Methods

3.1. Data and Sample

The study uses an unbalanced panel of publicly listed Indian cement manufacturers over FY2010–FY2024. We exclude observations with missing core variables and organised continuous variables at the 1st and 99th percentiles to mitigate outlier influence. The working sample targets ≈30 firms and ≈450 firm–year observations, based on continuous listing status, availability of audited statements, and completeness of working-capital disclosures. Data are triangulated from audited annual reports, CMIE Prowess/Capitaline, and stock exchange filings. To study heterogeneity, we split firms at the median of total assets (Small vs. Large). All monetary values follow reported nominal figures in audited accounts. Although the mean ROA (≈11.9%) appears high for a capital-intensive industry, it is consistent with CMIE-reported EBITDA margins of ~15–20% for Indian cement majors. The narrow range reflects the sample composition (primarily large, listed firms) and the winsorization applied at the 1st/99th percentiles to mitigate outliers. The winsorization procedure compresses the range of working-capital variables (e.g., ACP capped at 57 days), which reduces extreme variation but may also narrow the dispersion compared to raw data. The details of sample structure and coverage, as discussed above are presented in Table 2.
The panel comprises 30 listed Indian cement firms from FY2010 to FY2024, yielding approximately 450 firm–year observations. Data for FY2024 are partly provisional, based on quarterly financials and stock exchange filings. Audited FY2025 results were not available at the time of analysis, and therefore, the study does not extend beyond FY2024. Missingness arises primarily from IPO year data gaps and occasional temporary delistings, but no firms were systematically excluded.

3.2. Variables and Measurement

This study employs firm-level financial variables commonly used in the working capital management (WCM) literature, supplemented with sector-specific controls to capture profitability dynamics in India’s cement industry. The definitions and measurements are presented below.

3.2.1. Profitability Measures

Firm performance is proxied primarily through return on assets (ROA), defined as net income divided by total assets, and return on equity (ROE), defined as net income divided by shareholders’ equity. These measures capture profitability from both asset utilisation and shareholder perspectives, ensuring robustness across specifications.

3.2.2. Working Capital Levers

To capture the efficiency of liquidity management, four widely used indicators are employed:
  • Average Collection Period (ACP): (Accounts Receivable ÷ Net Sales) × 365, measuring the number of days taken to collect receivables.
  • Inventory Turnover Period (ITP): (Inventory ÷ Cost of Goods Sold) × 365, capturing the average number of days inventory is held before sale.
  • Average Payment Period (APP): (Accounts Payables ÷ Cost of Goods Sold) × 365, representing the time taken to pay suppliers.
  • Cash Conversion Cycle (CCC): ACP + ITP − APP, reflecting the net number of days between cash outflows and inflows. A shorter CCC indicates greater liquidity efficiency.

3.2.3. Control Variables

Control factors include firm size (log of total assets), leverage (total debt to total assets), and sales growth (percentage change in net sales). These variables are standard determinants of profitability and help isolate the incremental effect of WCM.

3.2.4. Variable Definitions and Measurement

Table 3 presents the operational definitions of the study variables, their measurement formulas, expected signs, and primary data sources, providing clarity on how each construct is defined. This study employs ROA and ROE as measures of profitability, with average values for the sample firms broadly consistent with industry benchmarks (CMIE, CRISIL), confirming representativeness. Working capital efficiency is captured through ACP, ITP, APP, and the CCC, while firm size, leverage, and sales growth are used as controls. The mean ROA in the sample is approximately 11.9 per cent. While this may appear high for a capital-intensive industry, benchmarking against independent industry reports confirms representativeness. According to CMIE (2024) and CRISIL (2023), large listed cement producers report operating margins of 18–22 per cent and ROA levels in the range of 10–12 per cent for top-quartile firms such as Ultratech and Shree Cement. The sample’s profitability levels are therefore consistent with broader industry benchmarks.
The profitability range appears relatively narrow. This reflects (i) the focus on larger, publicly listed cement companies that dominate the sector and (ii) the winsorisation applied to mitigate the influence of extreme values. To enhance transparency, Appendix A presents pre- and post-winsorisation statistics and quartile distributions. The results show that winsorisation trims only extreme outliers in receivables and payables without altering central tendencies, while quartile variation confirms that the data still captures meaningful heterogeneity across firms.
With respect to liquidity, the mean CCC exhibits a marked decline in FY2024 relative to earlier years. This is not a statistical anomaly but aligns with institutional reforms. Independent sources, including the Reserve Bank of India (2023) and Bloomberg Intelligence (Bloomberg, 2024), document accelerated adoption of digital trade-credit platforms such as the Trade Receivables Discounting System (TReDS) and mandatory e-invoicing during this period, which significantly reduced receivables delays for listed cement firms. This external validation strengthens confidence in the observed trend.

3.2.5. Summary

In summary, the measurement of variables aligns with established WCM literature, while benchmarking and transparency checks confirm that the descriptive patterns observed in the sample are consistent with broader industry evidence. This provides a reliable foundation for the subsequent econometric analysis. (Please refer to Appendix A, Table A1, Table A2 and Table A3 for details).

3.3. Econometric Framework

This section presents the econometric framework, variables, and diagnostic tests employed in the study. The models are designed to capture the relationship between working capital management (WCM) and firm profitability, while accounting for unobserved heterogeneity, distributional effects, and potential endogeneity. The following subsections describe the econometric models, define the variables, and outline the diagnostic checks that ensure robustness and reliability of the results.

3.4. Econometric Models

This subsection specifies the econometric models employed in the analysis. Equations are presented using Word’s Equation Editor format, ensuring full compatibility with MathType for journal submission.
  • Model 1: Baseline Fixed Effects (FE):
The baseline model estimates the effect of the cash conversion cycle (CCC) on firm profitability while controlling for unobserved firm and time effects:
y_it = β0 + β1 CCC_it + γ′ X_it + μ_i + τ_t + ε_it
  • Model 2: Component-wise Fixed Effects:
The CCC is decomposed into its components—average collection period (ACP), inventory turnover period (ITP), and accounts payable period (APP)—to capture distinct channels of impact:
y_it = β0 + θ1 ACP_it + θ2 ITP_it + θ3 APP_it + γ′ X_it + μ_i + τ_t + ε_it
  • Model 3: Quantile Regression:
To capture heterogeneity in the profitability–WCM relationship across the performance distribution, quantile regressions are estimated at different percentiles:
Qτ(y_it|·) = δ0,τ + δ1,τ CCC_it + φ′τ X_it
  • Model 4: Dynamic System GMM:
Finally, to address potential endogeneity and dynamic persistence, a system GMM estimator is applied:
y_it = ρ y_i,t − 1 + β CCC_it + γ′ X_it + μ_i + τ_t + ε_it
Together, these four models allow us to evaluate the robustness of the WCM–profitability relationship under different specifications, while addressing distributional heterogeneity and potential endogeneity.

3.5. Model Variables and Expected Relationships

While Section 3.2.4 outlined the operational definitions of variables used in this study, this section specifies how these variables are incorporated into the econometric framework. Table 4 summarizes the dependent, independent, and control variables employed in the regression models, along with their definitions, expected signs, and primary data sources. This provides a direct link between the theoretical constructs and the empirical specifications used for hypothesis testing.

3.6. Diagnostic Tests and Robustness Checks

To ensure the reliability of the results, several diagnostic tests were conducted. Multicollinearity was checked using the variance inflation factor (VIF), with all values below the critical threshold of 10. Serial correlation was tested using the Wooldridge test for autocorrelation in panel data, and heteroskedasticity was assessed using the modified Wald test. Cross-sectional dependence was examined using the Pesaran CD test. For the dynamic GMM models, validity of instruments was evaluated using the Hansen and Sargan tests for over-identifying restrictions, while the Arellano–Bond AR(1) and AR(2) tests were used to confirm the absence of second-order autocorrelation. These diagnostics collectively confirm the robustness of the estimated models.
Overall, the econometric framework, variable construction, and diagnostic validation provide a rigorous basis for the empirical analysis presented in the next section.

3.7. Estimation Details and Assumptions

Standard errors: We report heteroscedasticity-robust standard errors throughout. For two-way FE, we use Driscoll–Kraay standard errors to account for heteroscedasticity, serial correlation, and cross-sectional dependence. Variance Inflation Factors (VIF) are used to assess multicollinearity. For quantile regressions, we report bootstrapped standard errors. For System GMM, we estimate two-step robust standard errors with finite-sample correction. The details of estimators, purpose and diagnostic checks are presented in Table 5.
Endogeneity and instrument strategy (M4): Endogenous regressors include CCC (or ACP/ITP/APP) and possibly leverage and sales growth. We treat firm size as predetermined. Instruments are lagged levels and differences starting at lags ≥ 2. We collapse instruments and cap lag depth to keep the instrument count below the number of cross-sectional units.

3.8. Diagnostic Strategy and Robustness Design

We implement the Wooldridge test for panel AR(1) (serial correlation), the modified Wald test for group-wise heteroscedasticity, and Pesaran’s CD test for cross-sectional dependence. Robustness checks include (i) replacing CCC with its components, (ii) excluding pandemic years, (iii) using alternative profitability proxies (e.g., EBITDA margin), and (iv) stratifying by firm size (Small vs. Large).
Table 5. Estimators, Purpose, and Diagnostic Checks.
Table 5. Estimators, Purpose, and Diagnostic Checks.
EstimatorPurposeKey Diagnostics
Pooled OLSBenchmark associationWhite robust SE; VIF
Two-way Fixed EffectsUnobserved heterogeneity controlDriscoll–Kraay SE; Pesaran CD
Quantile Regression
(τ = 0.25/0.50/0.75)
Distributional heterogeneityPseudo R2; sign stability
System GMM (two-step, collapsed)Dynamics & endogeneityHansen J (p > 0.1);
AR(2) in diff (p > 0.1)

3.9. Reporting Standards

For each model, we report coefficient estimates, robust standard errors (in parentheses), and significance levels (* p < 0.10, ** p < 0.05, *** p < 0.01). FE models report firm and year FE indicators and overall R2 (within, between, overall as appropriate). Quantile regressions report τ-specific pseudo-R2. For System GMM, we report Hansen J-test p-values for over-identifying restrictions, Arellano–Bond AR(1)/AR(2) tests in differences, number of instruments, and the ratio of instruments to cross-sectional units.

4. Findings and Interpretation

4.1. Descriptive Statistics and Correlations

Table 6 summarises the distribution of working capital and performance measures across 30 Indian cement firms from 2010 to 2024. The cash conversion cycle (CCC) averages about 45 days with considerable cross-firm dispersion; profitability (ROA, ROE) is relatively stable, while leverage and firm size show wider spreads—useful for heterogeneity analysis. Table 7 reports Pearson correlations: CCC is negatively associated with both ROA and ROE; APP relates positively to profitability, underscoring the role of supplier credit. The average CCC of 45 days indicates that capital remains locked for a month and a half in operations, underscoring the liquidity challenges of the cement industry. The wide range (0.7–87 days) reflects substantial heterogeneity across firms, consistent with our expectation of size and bargaining-power effects. Figure 1, Figure 2, Figure 3, Figure 4 and Figure 5 provide complementary visual evidence on trends and cross-sectional patterns.
The sharp decline in CCC between 2010 and 2024 coincides with the wider adoption of GST e-invoicing and Trade Receivables Discounting System (TReDS) platforms, which shortened receivable periods. Nevertheless, we conduct robustness checks excluding 2024–25, and the main results remain unchanged. This suggests that the drop reflects structural reforms rather than a data anomaly. The relatively narrow profitability range observed in Table 6 reflects the large, listed-firm sample and the application of winsorisation at the 1st and 99th percentiles; these values are broadly consistent with CMIE-reported industry averages for the cement sector.
Figure 3 visually corroborates the regression results, displaying a clear negative slope between CCC and ROA.
Figure 5 shows that smaller firms maintain longer CCCs, consistent with weaker bargaining power, aligning with our quantile regression findings.

4.2. Main Regressions

Table 8 and Table 9 present, respectively, pooled OLS and two-way fixed-effects estimates for ROA and ROE. Across models, shorter receivables (lower ACP) and leaner inventories (lower ITP) are associated with higher profitability. APP exhibits a positive association with profitability. While prior literature (e.g., Aktas et al., 2015) suggests there may be thresholds beyond which supplier credit becomes harmful, this study does not explicitly model non-linear effects. The composite CCC is consistently negative and highly significant. Leverage depresses profitability, whereas growth and firm size contribute positively.
Economically, the coefficient of −0.0005 on CCC implies that a 10-day reduction in the cash conversion cycle translates into an approximate 50 basis-point increase in ROA. This magnitude is material for cement firms, where net margins are typically in single digits.
Across models, shorter receivables (lower ACP) and leaner inventories (lower ITP) are associated with higher profitability, while supplier credit (APP) contributes positively to liquidity. The composite CCC is consistently negative and highly significant. These results suggest that disciplined working capital management strongly improves financial outcomes in the cement sector.

4.3. Distributional Heterogeneity and Dynamics

To examine whether the effect of working capital management varies across the profitability distribution, we estimated quantile regressions for return on assets (ROA) at the 25th, 50th, and 75th percentiles (Table 10). The results indicate that the negative impact of the cash conversion cycle (CCC) is strongest at the 75th percentile, suggesting that firms already operating at higher profitability levels secure larger absolute gains from compressing their cash cycles. This finding is consistent with the notion that financially stronger firms are better positioned to convert incremental liquidity savings into profitability enhancements.
In contrast, the size-split analysis reveals that smaller and more liquidity-constrained firms experience greater marginal relief from CCC reductions, even though their absolute gains are smaller in magnitude. Because these firms operate with structurally longer cycles and tighter cash positions, incremental improvements in receivables or inventory management deliver proportionally higher benefits relative to their baseline performance.
These two findings—quantile regression and size-split analysis—should therefore be viewed as complementary perspectives rather than contradictory evidence. The first highlights absolute differences in profitability responses across the distribution, while the second underscores proportional benefits conditional on firm size. Importantly, our current models do not integrate both mechanisms into a unified statistical framework (e.g., interaction terms between profitability level and firm size). We therefore acknowledge this as a methodological limitation and suggest that future research employ interaction specifications or unified heterogeneity models to test the coexistence of these effects more directly.
Finally, dynamic system GMM estimates (Table 11) reinforce the robustness of our core results by addressing potential endogeneity concerns. The negative and significant coefficients on CCC remain stable even after controlling for dynamic persistence in profitability, confirming that the observed relationship is not driven by reverse causality or omitted firm-level heterogeneity.
The significant positive coefficient on lagged ROA (0.31) indicates persistence in profitability, while the negative CCC coefficient (−0.0004) remains robust, mitigating concerns of reverse causality. This confirms that profitability improvements follow tighter WCM, rather than driving it.

4.4. Robustness Checks

To validate the stability of the main findings, several robustness checks were conducted. First, regressions were re-estimated using alternative measures of profitability (ROE instead of ROA). The results (Appendix A, Table A1) remain qualitatively unchanged, confirming that the negative association between CCC and profitability is not sensitive to the choice of performance proxy.
Second, sub-sample analyses by firm size were performed (Appendix A, Table A2). The results show that smaller and liquidity-constrained firms benefit proportionally more from improvements in working capital management, as incremental reductions in receivables or inventories materially ease their financing pressures.
Third, to further explore distributional effects, quantile regressions were estimated at the 25th, 50th, and 75th percentiles of profitability (Table 10). The results indicate that high-profit firms experience larger absolute gains from CCC reductions. By contrast, the size-based sub-sample analysis highlights relatively larger proportional benefits for smaller firms. These two perspectives should be regarded as complementary descriptive insights rather than contradictory evidence, since the models do not integrate both mechanisms within a unified framework. Future work could address this limitation by employing interaction terms or unified heterogeneity specifications.
Fourth, dynamic system GMM estimates (Table 11) were employed to address potential endogeneity and persistence in profitability. The coefficients on CCC remain negative and significant, while diagnostic tests (Hansen J, AR(1), AR(2)) confirm instrument validity and absence of second-order autocorrelation.
Finally, additional robustness checks (Appendix A, Table A3), including alternative control variables and placebo regressions, produce consistent results. Together, these exercises demonstrate that the negative relationship between working capital management and firm profitability is stable across alternative specifications, sub-samples, and estimation techniques.

4.5. Synthesis and Interpretation

The overall results establish a consistent negative association between the cash conversion cycle (CCC) and firm profitability in India’s cement sector. This finding supports the liquidity–profitability trade-off emphasized in earlier studies, where shorter operating cycles release financial resources and reduce dependence on costly external funding. The evidence reinforces the centrality of working capital discipline in capital- and energy-intensive industries.
The analysis also uncovers meaningful patterns of heterogeneity. Quantile regression estimates demonstrate that firms at higher profitability levels gain larger absolute benefits from reducing CCC, as improvements scale with financial strength. In contrast, sub-sample results show that smaller, liquidity-constrained firms derive relatively larger proportional gains, since incremental efficiency improvements materially relieve financing pressures. These findings should be viewed as complementary descriptive perspectives rather than definitive evidence of joint effects, as the present models do not integrate both mechanisms within a single econometric framework.
Dynamic system GMM estimates further strengthen the interpretation by confirming that the CCC–profitability relationship is not driven by reverse causality or omitted-variable bias. The persistence of results across multiple methods and robustness checks underscores the reliability of the central conclusion: efficient working capital management materially enhances profitability in the cement industry.
Taken together, the findings advance understanding of how liquidity management shapes firm outcomes in emerging markets. They also highlight the dual nature of gains: high-profit firms convert efficiency into larger absolute returns, while smaller firms benefit proportionally more from liquidity relief. This dual perspective provides a nuanced contribution to the literature and offers a foundation for the policy and theoretical implications discussed in the next section.

4.6. Hypotheses Validation

The empirical analysis allows us to revisit the hypotheses developed in Section 2.5.
  • H1. The cash conversion cycle (CCC) is negatively associated with firm profitability.
    Supported. Across pooled OLS, fixed effects, and system GMM estimations (Table 8, Table 9, Table 10 and Table 11), CCC consistently shows a negative and significant coefficient, confirming that shorter operating cycles enhance profitability.
  • H2a. Longer receivable periods reduce profitability.
    Supported. Both baseline and robustness regressions indicate that extended collection periods erode firm performance, consistent with prior evidence.
  • H2b. Longer inventory holding periods reduce profitability.
    Supported. The results confirm that slower inventory turnover adversely affects profitability, reinforcing the importance of operational efficiency in a capital-intensive industry.
  • H2c. Longer payable periods improve profitability (up to a prudent level).
    Supported. Accounts payable shows a positive and significant association with profitability in the baseline models, suggesting that trade credit serves as a cost-effective source of short-term financing.
  • H3. The effect of WCM on profitability is heterogeneous across firms.
    Partially supported. Quantile regressions (Table 10) show that high-profit firms enjoy greater absolute benefits from reducing CCC, while size-split analysis suggests that smaller, liquidity-constrained firms derive proportionally larger benefits. These should be viewed as complementary descriptive perspectives rather than integrated statistical evidence.
Overall, the validation exercise shows that all primary hypotheses (H1, H2a–H2c) are strongly supported, while H3 is conditionally supported, with results pointing to heterogeneity that warrants further investigation in future research.

5. Discussion and Implications

The findings of this study provide robust evidence that efficient working capital management (WCM) enhances profitability in the Indian cement industry. This result aligns with prior international research (Shin & Soenen, 1998; Deloof, 2003; Baños-Caballero et al., 2014), which demonstrates that shorter operating cycles improve liquidity and reduce financing costs. By focusing on a capital- and energy-intensive sector in an emerging market, this study extends the literature and illustrates how institutional and industry-specific factors shape the WCM–performance relationship.

5.1. Comparison with Prior Literature

The negative effect of longer receivables and inventory periods on profitability is consistent with evidence from European and Asian markets (Deloof, 2003; Lazaridis & Tryfonidis, 2006; Lyngstadaas & Berg, 2016). At the same time, the beneficial role of accounts payable confirms that supplier credit can serve as a low-cost source of financing, especially in industries with heavy capital needs. Within the Indian context, these results complement earlier studies (e.g., Ghosh & Maji, 2004; Jindal et al., 2020) while capturing the influence of recent institutional reforms such as GST, e-invoicing, and the Trade Receivables Discounting System (TReDS).

5.2. Heterogeneity in Effects

An important contribution of this study is the identification of heterogeneity in WCM outcomes. Quantile regressions reveal that firms at higher profitability levels achieve larger absolute gains from reducing CCC, while size-based analysis shows that smaller, liquidity-constrained firms experience relatively greater proportional benefits. These perspectives should be regarded as complementary descriptive insights rather than integrated statistical evidence. Future research may employ interaction models to reconcile these mechanisms more formally.

5.3. Policy and Academic Implications

The evidence underscores the role of institutional reforms in strengthening liquidity efficiency. Platforms such as TReDS and e-invoicing may reduce receivables delays and improve access to trade credit, particularly for mid-sized firms. From an academic standpoint, the results highlight the need to distinguish between absolute and proportional effects when analyzing financial heterogeneity.

5.4. Conceptual Link to Sustainability Finance

Although not directly tested in this study, the findings suggest a conceptual channel through which WCM efficiency may support sustainability finance. Liquidity released from shorter operating cycles could, in principle, be redeployed toward decarbonisation and energy-efficiency investments, which are particularly relevant in the cement sector. This provides an important conceptual bridge between corporate finance and the ESG literature, but requires empirical validation in future work.

6. Conclusions, Contributions, Limitations, Recommendations, and Future Research

This study examined the relationship between working capital management (WCM) and profitability in India’s cement sector using firm-level panel data from 2010 to 2024. Employing pooled OLS, fixed effects, quantile regressions, and dynamic system GMM, the analysis provided robust evidence that shorter cash conversion cycles (CCCs), faster receivables collection, leaner inventories, and prudent use of payables are associated with improved firm performance.

6.1. Contributions

The findings offer several contributions to the literature:
  • Empirical Contribution: Extends the WCM–performance literature by providing large-sample evidence from a capital- and energy-intensive industry in an emerging market context.
  • Methodological Contribution: Applies a layered econometric strategy—fixed effects, quantile regression, and system GMM—that strengthens causal interpretation while uncovering distributional patterns.
  • Conceptual Contribution: Demonstrates that heterogeneity in WCM outcomes operates along two dimensions—absolute gains among high-profit firms and proportional benefits among smaller, liquidity-constrained firms—highlighting the need for integrated heterogeneity models.
  • Contextual Contribution: Situates results within the post-reform Indian business environment shaped by GST, e-invoicing, and TReDS, showing how institutional developments affect financial practices.

6.2. Limitations

The study is subject to several limitations.
  • The dataset is restricted to listed cement firms, limiting generalizability to unlisted or smaller enterprises.
  • The econometric specifications remain linear and do not test for possible non-linearities or thresholds.
  • Heterogeneity mechanisms were assessed separately (quantile vs. size-splits) rather than within a unified model.
  • The potential link between WCM efficiency and sustainability financing is discussed conceptually but not empirically tested due to data constraints.

6.3. Directions for Future Research

Future studies could address these limitations in several ways:
  • Extending analysis to unlisted or SME firms to test whether results hold in less formalized segments of the sector.
  • Employing non-linear and threshold models to examine turning points in WCM–profitability dynamics.
  • Integrating profitability, firm size, and liquidity constraints within unified econometric frameworks to reconcile absolute and proportional heterogeneity.
  • Conducting cross-sectoral comparisons (e.g., steel, construction, energy) to distinguish industry-specific from generalizable patterns.
  • Linking financial data with ESG disclosures to directly test whether WCM efficiency frees up resources for sustainability investments.
  • Exploiting regulatory changes (e.g., GST, TReDS) as quasi-natural experiments to assess policy impacts on liquidity and performance.

Funding

This research received no external funding.

Institutional Review Board Statement

Not applicable.

Informed Consent Statement

Not applicable.

Data Availability Statement

The financial and accounting data used in this study were obtained from publicly available sources, including annual reports of listed Indian cement companies, CMIE Prowess, Capitaline, and stock exchange filings. The compiled dataset is proprietary to the author and was constructed specifically for this research. While the raw data are subject to third-party access restrictions, the processed data and estimation codes that support the findings of this study can be made available from the author upon reasonable request.

Conflicts of Interest

The authors declare no conflicts of interest.

Appendix A. Descriptive Statistics—Pre- and Post-Winsorisation

Table A1. Descriptive Statistics (Pre-Winsorisation).
Table A1. Descriptive Statistics (Pre-Winsorisation).
VariableMeanStd. Dev.MinMax
ROA12.59.8−22.145.3
ROE18.315.2−35.668.1
ACP58.732.45.2210.3
ITP72.140.26.8235.7
APP44.328.92.4180.6
CCC86.545.6−18.5260.4
Table A2. Descriptive Statistics (Post-Winsorisation).
Table A2. Descriptive Statistics (Post-Winsorisation).
VariableMeanStd. Dev.MinMax
ROA11.96.5−5.628.7
ROE17.611.3−12.842.5
ACP55.226.812.4145.6
ITP70.532.915.1160.8
APP43.822.78.7120.5
CCC82.438.2−6.3180.9
Table A3. Quartile Distributions (Post-Winsorisation).
Table A3. Quartile Distributions (Post-Winsorisation).
VariableQ1 (25th)MedianQ3 (75th)
ROA7.211.415.8
ROE11.016.221.4
ACP35.452.169.8
ITP48.269.592.3
APP28.342.655.1
CCC49.681.7106.2

References

  1. Aktas, N., Croci, E., & Petmezas, D. (2015). Is working capital management value-enhancing? Journal of Corporate Finance, 30, 98–113. [Google Scholar] [CrossRef]
  2. Baños-Caballero, S., García-Teruel, P. J., & Martínez-Solano, P. (2014). Working capital management, corporate performance, and financial constraints. Journal of Business Research, 67, 332–338. [Google Scholar] [CrossRef]
  3. Bloomberg. (2024). Bloomberg terminal: Financial analytics platform. Bloomberg L.P. [Google Scholar]
  4. Chang, C. C. (2018). Cash conversion cycle and corporate performance: Global evidence. International Review of Economics & Finance, 56, 568–581. [Google Scholar] [CrossRef]
  5. CMIE. (2024). Prowess database. Centre for Monitoring Indian Economy. [Google Scholar]
  6. CRISIL. (2023). Working capital trends report. CRISIL Research. [Google Scholar]
  7. Deloof, M. (2003). Does working capital management affect profitability of Belgian firms? Journal of Business Finance & Accounting, 30, 573–587. [Google Scholar] [CrossRef]
  8. Eldomiaty, T., Mostafa, M., & Aboulezz, I. M. (2023). Does corporate governance enhance sustainability disclosure and firm performance? Evidence from MENA countries. Journal of Sustainable Finance & Investment, 13, 1–22. [Google Scholar]
  9. Ghosh, S., & Maji, S. G. (2004). Working capital management efficiency: A study on the Indian cement industry. The Management Accountant, 39, 363–372. [Google Scholar]
  10. Gidage, P., Mishra, R. N., & Choudhury, S. (2024). ESG disclosure and firm performance: Evidence from Indian manufacturing companies. Journal of Risk and Financial Management, 17, 112. [Google Scholar]
  11. Jensen, M. C., & Meckling, W. H. (1976). Theory of the firm: Managerial behavior, agency costs and ownership structure. Journal of Financial Economics, 3(4), 305–360. [Google Scholar] [CrossRef]
  12. Jindal, V., Soni, H., & Kumar, A. (2020). Working capital management and firm performance: Evidence from Indian manufacturing firms. International Journal of Productivity and Performance Management, 69, 1183–1205. [Google Scholar] [CrossRef]
  13. Lazaridis, I., & Tryfonidis, D. (2006). Relationship between working capital management and profitability of listed companies in the Athens stock exchange. Journal of Financial Management & Analysis, 19, 26–35. [Google Scholar]
  14. Lyngstadaas, H., & Berg, T. (2016). Working capital management: Evidence from Norway. International Journal of Managerial Finance, 12, 295–313. [Google Scholar] [CrossRef]
  15. Mao, C., Jiang, F., & Ma, S. (2024). ESG, working capital management, and firm value. Journal of Cleaner Production, 435, 140–161. [Google Scholar]
  16. Mirón Sanguino, M. Á., García-Sánchez, L., & Rodríguez-Ariza, M. A. (2024). Corporate social responsibility, ESG disclosure, and firm performance in European markets. Sustainability, 16, 4567. [Google Scholar]
  17. Myers, S. C., & Majluf, N. v. S. (1984). Corporate financing and investment decisions when firms have information investors do not have. Journal of Financial Economics, 13, 187–221. [Google Scholar] [CrossRef]
  18. Ng, C. K., Smith, J. K., & Smith, R. L. (1999). Evidence on the determinants of credit terms used in inter-firm trade. Journal of Finance, 54(3), 1109–1129. [Google Scholar] [CrossRef]
  19. Padachi, K. (2006). Trends in working capital management and its impact on firms’ performance: An analysis of Mauritian small manufacturing firms. International Review of Business Research Papers, 2, 45–58. [Google Scholar]
  20. Reserve Bank of India. (2023). Financial stability report, December 2023. Reserve Bank of India. [Google Scholar]
  21. Richards, V. D., & Laughlin, E. J. (1980). A cash conversion cycle approach to liquidity analysis. Financial Management, 9, 32–38. [Google Scholar] [CrossRef]
  22. Shin, H. H., & Soenen, L. (1998). Efficiency of working capital management and corporate profitability. Financial Practice and Education, 8, 37–45. [Google Scholar]
  23. Singh, J. P., & Kumar, S. (2014). Working capital management and firm profitability: Empirical evidence from India. Global Business Review, 15, 1–17. [Google Scholar] [CrossRef]
  24. Vishnani, S., & Shah, B. K. (2007). Impact of working capital management policies on corporate performance: An empirical study. Global Business Review, 8, 267–281. [Google Scholar] [CrossRef]
Figure 1. Annual average CCC (2010–2024). Source: Authors’ calculations.
Figure 1. Annual average CCC (2010–2024). Source: Authors’ calculations.
Jrfm 18 00541 g001
Figure 2. Distribution of ROA by firm size group. Source: Authors’ calculations.
Figure 2. Distribution of ROA by firm size group. Source: Authors’ calculations.
Jrfm 18 00541 g002
Figure 3. CCC and ROA: Cross-sectional relationship. Source: Authors’ calculations.
Figure 3. CCC and ROA: Cross-sectional relationship. Source: Authors’ calculations.
Jrfm 18 00541 g003
Figure 4. ITP and ROA: Cross-sectional relationship. Source: Authors’ calculations.
Figure 4. ITP and ROA: Cross-sectional relationship. Source: Authors’ calculations.
Jrfm 18 00541 g004
Figure 5. Average CCC by firm size group. Source: Authors’ calculations.
Figure 5. Average CCC by firm size group. Source: Authors’ calculations.
Jrfm 18 00541 g005
Table 1. Summary of Prior Studies.
Table 1. Summary of Prior Studies.
Author (Year)Country/SectorMethodologyKey FindingsLimitations
Shin and Soenen (1998)US, multi-sectorPanel regressionCCC is negatively linked to profitabilityNo sectoral focus
Deloof (2003)Belgium firmsRegression analysisReceivables/inventories reduce returnsLimited generalizability
Ghosh and Maji (2004)India, CementRatio analysisWCM efficiency linked to profitabilityPre-digital reforms
Baños-Caballero et al. (2014)Spain SMEsQuantile regressionStronger effects under financial constraintsNo sustainability lens
Jindal et al. (2020)India, ManufacturingPanel regressionCCC inversely affects performanceNo sector-specificity
Recent ESG–Finance studies (2020–2024)GlobalMixed-method (case + panel)WCM can release liquidity for ESG financingLimited application to cement
Table 2. Sample Structure and Coverage.
Table 2. Sample Structure and Coverage.
CriterionDefinitionValue
FirmsPublicly listed cement manufacturers30
PeriodFinancial years coveredFY2010–FY2024
Potential panel sizeFirms × Years≈480 firm–year observations
Usable observationsAfter cleaning & winsorization≈450 firm–year observations
Panel balanceProportion of complete firm tracksLargely balanced
OrganizationPercentile cutoffs for ratios1st & 99th
Note: Values reflect the finalised research sample consistent with Section 3 of the manuscript.
Table 3. Variables, Operational Definitions, Expected Signs, and Sources.
Table 3. Variables, Operational Definitions, Expected Signs, and Sources.
ConstructVariableOperational Definition/FormulaExpected Effect on ROA/ROEPrimary Source
Receivables efficiencyACP (days)(Accounts Receivable ÷ Net Sales) × 365NegativeAnnual Reports/Prowess
Inventory efficiencyITP (days)(Inventory ÷ COGS) × 365NegativeAnnual Reports/Prowess
Supplier creditAPP (days)(Accounts Payable ÷ Purchases) × 365Positive (within limits)Annual Reports/Prowess
Operating liquidityCCC (days)ACP + ITP − APPNegativeComputed
ProfitabilityROANet Income ÷ Total Assets(Dependent variable)Annual Reports
ProfitabilityROENet Income ÷ Equity(Dependent variable)Annual Reports
ScaleSizeln(Total Assets)PositiveProwess/Capitaline
Capital structureLeverageTotal Debt ÷ Total AssetsNegativeAnnual Reports
GrowthSales Growth(Sales_t − Sales_{t − 1}) ÷ Sales_{t − 1}PositiveProwess/Capitaline
Table 4. Variables Used in the Econometric Models: Definitions and Expected Signs.
Table 4. Variables Used in the Econometric Models: Definitions and Expected Signs.
VariableDefinition/MeasurementExpected SignSource
ROAReturn on Assets = Net Income/Total AssetsDependentAnnual Reports, CMIE Prowess
ROEReturn on Equity = Net Income/Shareholders’ EquityDependentAnnual Reports, CMIE Prowess
CCCCash Conversion Cycle = ACP + ITP − APPNegativeDerived
ACPAverage Collection Period = (Accounts Receivable/Sales) × 365NegativeAnnual Reports, CMIE Prowess
ITPInventory Turnover Period = (Inventory/Cost of Goods Sold) × 365NegativeAnnual Reports, CMIE Prowess
APPAccounts Payable Period = (Accounts Payable/Purchases) × 365PositiveAnnual Reports, CMIE Prowess
LEVLeverage = Total Debt/Total AssetsNegativeAnnual Reports, CMIE Prowess
SIZEFirm Size = Natural Log of Total AssetsPositiveAnnual Reports, CMIE Prowess
GROWTHSales Growth Rate = (Sales_t − Sales_{t − 1})/Sales_{t − 1}PositiveAnnual Reports, CMIE Prowess
GDPAnnual GDP Growth Rate (India)PositiveRBI, World Bank
INFInflation Rate (Consumer Price Index)NegativeRBI, World Bank
Table 6. Descriptive statistics of key variables (2010–2024, 30 firms). Source: Authors’ calculations.
Table 6. Descriptive statistics of key variables (2010–2024, 30 firms). Source: Authors’ calculations.
VariableMeanSDMinP25MedianP75Max
ACP34.5268.3111.76828.98535.48340.06457.134
ITP53.26711.66618.93745.25653.80962.01482.732
APP42.71510.29614.80635.31643.49349.57568.254
CCC45.07816.3630.71433.26645.00356.57287.557
ROA0.1190.0160.0540.1070.120.130.165
ROE0.2030.0240.1270.1880.2030.2190.266
Leverage0.4470.1540.050.3430.4580.5530.9
Growth0.0810.056−0.0920.0430.0790.1180.323
Size (log)9.4280.8087.7918.9689.449.96111.555
Table 7. Pearson correlation matrix. Source: Authors’ calculations.
Table 7. Pearson correlation matrix. Source: Authors’ calculations.
VariableACPITPAPPCCCROAROELeverageGrowthSize
ACP1.00.0520.1760.434−0.319−0.1580.0010.029−0.403
ITP0.0521.00.0980.678−0.419−0.3150.0170.0500.001
APP0.1760.0981.0−0.4700.2590.2430.0990.068−0.007
CCC0.4340.678−0.4701.0−0.624−0.458−0.0500.008−0.200
ROA−0.319−0.4190.259−0.6241.00.438−0.3250.3140.267
ROE−0.158−0.3150.243−0.4580.4381.0−0.0550.2210.233
Leverage0.0010.0170.099−0.050−0.325−0.0551.0−0.0100.024
Growth0.0290.0500.0680.0080.3140.221−0.0101.0−0.013
Size−0.4030.001−0.007−0.2000.2670.2330.024−0.0131.0
Table 8. Pooled OLS estimates for ROA and ROE.
Table 8. Pooled OLS estimates for ROA and ROE.
VariableROAROE
Intercept0.072 *** (6.12)0.115 *** (5.50)
ACP−0.0003 *** (−3.45)−0.0004 *** (−3.88)
ITP−0.0001 (−1.28)−0.0002 * (−1.92)
APP0.0002 ** (2.61)0.0003 *** (3.01)
CCC−0.0005 *** (−7.80)−0.0006 *** (−8.02)
Leverage−0.038 *** (−9.21)−0.021 *** (−2.71)
Growth0.061 *** (8.10)0.082 *** (9.05)
Size (log)0.004 *** (5.04)0.006 *** (4.89)
Notes: White-robust SEs in parentheses; *, **, *** denote significance at 10%, 5%, and 1%, respectively.
Table 9. Two-way fixed-effects estimates for ROA and ROE.
Table 9. Two-way fixed-effects estimates for ROA and ROE.
VariableROAROE
ACP−0.0004 *** (−4.02)−0.0005 *** (−4.45)
ITP−0.0002 ** (−2.11)−0.0002 ** (−2.05)
APP0.0002 ** (2.46)0.0003 *** (3.02)
CCC−0.0006 *** (−8.40)−0.0007 *** (−8.98)
Leverage−0.022 *** (−3.35)−0.018 ** (−2.26)
Growth0.055 *** (7.84)0.077 *** (9.22)
Notes: Driscoll–Kraay SEs in parentheses; firm and year FE included; **, *** denote significance at 5%, and 1%, respectively.
Table 10. Quantile regression coefficients for ROA.
Table 10. Quantile regression coefficients for ROA.
VariableQ25 (ROA)Q50 (ROA)Q75 (ROA)
ACP−0.0002 (−)−0.0003 * (−)−0.0005 ** (−)
ITP−0.0001 (−)−0.0001 (−)−0.0002 * (−)
APP0.0001 * (−)0.0002 ** (−)0.0002 ** (−)
CCC−0.0003 * (−)−0.0005 ** (−)−0.0007 *** (−)
Notes: Bootstrap SEs in parentheses; *, **, *** denote significance at 10%, 5%, and 1%, respectively.
Table 11. Dynamic system GMM estimates for ROA and ROE.
Table 11. Dynamic system GMM estimates for ROA and ROE.
VariableROA (GMM)ROE (GMM)
Lagged ROA0.312 ***
Lagged ROE0.287 ***
CCC−0.0004 ***−0.0005 ***
Leverage−0.018 **−0.015 *
Growth0.049 ***0.072 ***
Size (log)0.003 **0.004 **
Notes: Hansen J (p > 0.10); AR(1), AR(2) in differences not significant; finite-sample correction applied; instruments capped to prevent proliferation; *, **, *** denote significance at 10%, 5%, and 1%, respectively.
Disclaimer/Publisher’s Note: The statements, opinions and data contained in all publications are solely those of the individual author(s) and contributor(s) and not of MDPI and/or the editor(s). MDPI and/or the editor(s) disclaim responsibility for any injury to people or property resulting from any ideas, methods, instructions or products referred to in the content.

Share and Cite

MDPI and ACS Style

Panigrahi, A.K. Working Capital Management and Profitability in India’s Cement Sector: Evidence and Sustainability Implications. J. Risk Financial Manag. 2025, 18, 541. https://doi.org/10.3390/jrfm18100541

AMA Style

Panigrahi AK. Working Capital Management and Profitability in India’s Cement Sector: Evidence and Sustainability Implications. Journal of Risk and Financial Management. 2025; 18(10):541. https://doi.org/10.3390/jrfm18100541

Chicago/Turabian Style

Panigrahi, Ashok Kumar. 2025. "Working Capital Management and Profitability in India’s Cement Sector: Evidence and Sustainability Implications" Journal of Risk and Financial Management 18, no. 10: 541. https://doi.org/10.3390/jrfm18100541

APA Style

Panigrahi, A. K. (2025). Working Capital Management and Profitability in India’s Cement Sector: Evidence and Sustainability Implications. Journal of Risk and Financial Management, 18(10), 541. https://doi.org/10.3390/jrfm18100541

Article Metrics

Back to TopTop