Abstract
This study evaluates the impact of digital payments on monetary policy transmission in India post-demonetization. Using the Long Run ARDL Model, ARDL Short-Run Dynamics, and ARDL Error Correction Model, we find a significant negative correlation between digital payments and the Weighted Average Lending Rate on Fresh Rupees Loans (WALRF), with a 1 percent increase in digital payments leading to a 0.43 percent reduction in WALRF. Short-run dynamics show immediate impacts, enhancing competitive pressures within the banking sector. The error correction term indicates that monthly corrections account for 23 percent of long-term equilibrium variances, highlighting the stabilizing effects of digital financial infrastructures. Robustness tests, including the Breusch-Godfrey Serial Correlation LM Test, Breusch-Pagan-Godfrey Heteroskedasticity Test, Bounds Test for Cointegration, and CUSUM (Cumulative Sum) of squares test, confirm the results' reliability. The study advocates for promoting and integrating digital payment systems to enhance banking sector responsiveness and achieve broader macroeconomic goals.
JEL codes: E4, E5
1 Introduction
The rapid evolution of global economies, especially in the wake of the COVID-19 outbreak, has brought about significant shifts in monetary policies and their subsequent effects on employment rates, liquidity, and potential recession risks. This economic environment has highlighted the critical importance of effective monetary policy implementation, especially in light of contemporary developments in digital currency. The challenges faced by central banks today differ markedly from the traditional issues they previously managed.
India has one of the globe's largest economies, and it is also one of the fastest-growing. In 2023, it had more than 1.428 billion people and a GDP of more than 173,293 billion rupees. It will probably be a big part of global growth in the next few years (). There are a lot of young, active population in the economy, which is growing quickly. Since the Real Time Gross Settlement (RTGS) system—which is s a system of transferring funds where the transfer of money takes place between banks on a real-time and on a gross basis- was set up in 2004 () and the National Electronic Funds Transfer (NEFT) -which is an electronic payment system in India that allows individuals, firms, and corporates to transfer money from one bank account to another across the country—system was set up in 2008 (), India's digital payments have come a long way. The goal of demonetization in 2016 was also to make the country's digital payment system better ().
In this case, the idea of monetary policy pass-through is a good way to understand how monetary policy works. Monetary policy pass-through indicates the impact of the central bank's decisions on the economy in the real world. The number of ways through which this transmission occurs is notable, e.g., such core ways are the interest rates, credit, asset prices, and currency rates (). The main point of this paper is to examine the impact of digital payments on macroeconomic factors. It is evident that an increased reliance on digital payments in an economy would presumably enhance the efficiency of monetary policy transmission. To experimentally validate this impact, we focused on utilizing the digital payments by the primary entities responsible for monetary policy transmission (banks). This will facilitate the examination of the impact of transforming the economy from a cash-based system to a digitalized one. Digitalization of payment methods will significantly impact the velocity of money, since digital transactions may enhance the effective circulation velocity, hence impacting inflation and production. The money demand function will be influenced by changes in the structure of M1 and M3. Moreover, transitioning from an informal to a formal economy, as a cash-based economy expands, amplifies informal transactions, diminishes the tax base, and undermines fiscal capacity. All these shortages might be mitigated by transitioning to a digital-based economy. In simple words, the digitization of the economy via digital payments represents a revolution of the monetary and financial system, whereby currency flows mostly via digital channels, hence altering money demand, velocity, financial inclusion, and the efficacy of monetary and fiscal policy.
To our understanding, this is the first study to look at the association between digital payments and monetary policy pass-through using a robust econometric model. Although various studies have explored monetary policy transmission channels and digital payments in India separately, this paper seeks to integrate these two aspects and analyze their combined effects.
Following this introduction, the “Review of Literature” section surveys existing research relevant to our study. Subsequent sections will cover the “Distinctive features of digital payments in India”, explain the “Data and methodology” utilized in this study, present the “Results”, and conclude with final remarks in the “Conclusion” section.
2 Distinctive features of digital payments in India
In an overpopulated nation like India, a significant concern arose over how Indian monetary policy will address the digital change during the demonetization phase in 2016. Transforming a substantial economy from a cash-based system to a digital-based one was a formidable undertaking. In addition to the recurrent economic disruptions, the Covid-19 crisis represented the inaugural significant challenge to assess the efficacy of the Indian monetary policy pass-through. It also critically evaluated how the digitalization of the economy could facilitate monetary policy transmission amid the constraints of lockdowns and restrictions on cash transactions. At this juncture, we were sufficiently motivated to chronicle the Indian experience in the digitization of payment systems and, by extension, the whole economy. The primary task was to assess the degree to which the digitization of the Indian economy has enhanced the effectiveness of the Indian monetary policy transmission channel. Does such transformation impact the loan rates? Moreover, we questioned whether an increased reliance on digital payments within the banking industry had a neutral impact on competitive forces.
The acceptance of digital payments is influenced by various factors, including socioeconomic characteristics, payment attributes, and regulatory changes (). The rapid growth of digital payments in India since the demonetization policy, as depicted in the accompanying graph (Figure 1) is particularly noteworthy. The graph highlights several key trends:
A. Steady Expansion and Preliminary Acceptance (2015–2018): Throughout this era, digital payments demonstrated a consistent upward trend. This may be attributed to the influence of demonetization as a primary catalyst. Government initiatives fostering digitization, particularly the implementation of UPI, have markedly expedited the rapid adoption of digital transformation, which must be acknowledged as a vital element in this important upward trend.
B. Economic Deceleration and fall (2019–2020): This period had a slowdown in economic activity, resulting in a little fall by 2020. This may be attributed to temporary frictions within the system, partial saturation in urban markets, and, most notably, the effects of the COVID-19 pandemic, during which economic activity declined and uncertainty prevailed despite heightened digital reliance.
C. Vigorous Recovery and Rejuvenated Growth (2021–2022): The digital payments industry saw a notable comeback after 2020, to unparalleled heights by 2022. The epidemic generated a significant impetus for the public to adopt contactless and cashless transactions owing to safety concerns intensified by the need of repeated lockdowns. The rapid expansion of UPI transactions and financial advances further propelled this comeback.
Figure 1
Despite this rapid growth of digital payments, cash remains a predominant mode of transaction in India. The percentage of cash with the public as a proportion of broad money (CWP/M3) remains relatively high, as shown in the graph (Figure 2). Observations from the graph include:
A. Pre-Demonetization Stability: Leading up to 2015–16, the currency with public (CWP)/M3 ratio shows relative stability, indicating a balanced preference between cash and digital transactions
B. Significant Decline: The sharp dip in 2016–17 aligns with demonetization, where cash supply was shrunk, and digital payments surged, marking a significant shift in public liquidity preferences.
C. Gradual improvement and growth: Post-initial shock, the ratio shows gradual recovery and steady growth from 2017–18 onwards, reflecting normalization as digital payment adoption became more ingrained in consumer behavior.
D. Post-pandemic: A slight decline in 2023–24 suggests that while digital payments have become mainstream, there may be an emerging equilibrium where cash and digital payments coexist, indicating a balanced approach by the public.
Figure 2

Percentage of cash with public to the total money supply (M3) (2008–2024). Source: Reserve Bank of India (
The characteristics that distinguish Indian economy from others of the globe making establishing regulations for digital currency in India is challenging due to these characteristics issue. A substantial number of households continue to use cash; hence, a digital economy cannot completely dominate. This imposes the policy makers to investigate the reasons certain households continue to utilize cash. The objective of this study is to examine the impact of digital payments on India's monetary policy. This examines whether the fast proliferation of digital payments has enhanced the efficacy of monetary policy transmission.
3 Literature review
Current studies have focused on the public's acceptability of digital payments through a multi-dimensional approach, such as behavioral reaction and technological development. Studies reveal that the social-economic status of individuals influences their decision in payment, the type of the transaction, and legal adjustments. Digital payments are set to keep increasing in India after the demonetization program, which means a paradigm shift in consumer payment processes in India (
Besides the issues of health and the changes in consumer preferences, the COVID-19 outbreak elevated the use of digital purchases (
Regulations and laws are primary in establishing the possibilities of regulation and use of digital payments. Researchers analyze the impact of Indian demonetization on the digital payment usage and underline the need to form the laws, which require competition-innovation balance (
It is now well established that digital payment systems greatly impact economic growth in terms of market efficiency, reduction in the cost of carrying out transactions in the market, and financial inclusion. Researchers have concluded that mobile money and other digital payment tools improve the work of the companies, access to credit, and entrepreneurship, and thus bring economic growth (
4 Data & methodology
4.1 Variable selections and the study's timeframe
This study addresses the effects of digital payments on the monetary policy in India. With the help of 88 observations, after the demonetization of November 2016. The RBI, namely the Data Base of Indian Economy portal, is the source from which we obtained data on digital payments, available in both traditional and new formats (
Figure 3 illustrates the fluctuations of RTGS and NEFT during the research period. It is noteworthy that the comparison between Figures 1 and 3 substantiates the empirical validity of using RTGS and NEFT as proxies for digital payment. Observing the behavior of the two lines indicates the degree of their similarity and supports our assertion that RTGS and NEFT accurately reflect total digital payments.
Figure 3

Development of digital payments represented by RTGS and NEFT (2006–2023).
It pays particular attention the Weighted Average Call Money rate (WACR), utilized in place of the policy rate (Repo rate), indicates short-term interbank borrowing costs and the central bank's policy stance. Data for WACR were collected from the DBIE portal (
The initial stages of monetary digitization in India commenced in 2004 when the use of the digital system of payment, such as RTGS (Real Time Gross Settlement), was adopted. In November 2016, the government introduced the plan of demonetization as a significant governmental modification that would encourage people to use digital payments. In this decade, a rapid expansion of digital payments was caused by various factors, such as advancements in the infrastructure (
Table 1
| Test | F-statistic | Scaled F-statistic | Critical value | Break date |
|---|---|---|---|---|
| 0 vs. 1 | 10.9a | 10.9 | 8.6 | March 2017 |
| 1 vs. 2 | 31.8a | 31.8 | 10.1 | November 2019 |
| 2 vs. 3 | 10.5 | 10.5 | 11.1 | nil |
Bai-Perron multiple breakpoint test results.
aIndicates significance at the 0.05 level.
Critical values are from (
Source: Authors.
4.2 Econometric approach
A dummy variable was added to account for the COVID-19 pandemic's effects; it takes on a value of 1 for March 2020 to December 2021 and 0 otherwise. This variable allows us to isolate the pandemic's potential distortions on digital payments and monetary policy transmission. All data were seasonally adjusted using the X-13 Census algorithm to remove seasonal effects and reveal the underlying trends and relationships. To ensure robustness and reliability, unit root tests (Table 2) were conducted on all variables to determine their stationarity properties. The findings showed that, except for GDP (IIP), which is stationary at level I (0), all variables are stationary at level I (1). Given the mixed order of integration, we employed the Autoregressive Distributed Lag (ARDL) model (
Table 2
| Null hypothesis: the variable has a unit root | ||||||
|---|---|---|---|---|---|---|
| At level | ||||||
| WALRF_SAc | DIGITAL_PAYMENTS_SA | WACR_SA | GDP_SA | INFLATION_SA | ||
| With constant | t-statistic | −1.5997 | −1.2724 | −1.3618 | −4.1749 | −2.4591 |
| Prob. | 0.4785 | 0.6393 | 0.5973 | 0.0012 | 0.129 | |
| n0 | n0 | n0 | *** | n0 | ||
| With constant & trend | t-statistic | −0.0655 | −2.6393 | −1.2066 | −4.6826 | −3.116 |
| Prob. | 0.9947 | 0.2644 | 0.9026 | 0.0015 | 0.1091 | |
| n0 | n0 | n0 | *** | n0 | ||
| Without constant & trend | t-statistic | −0.9536 | 1.8531 | −0.1532 | 0.1787 | −0.7642 |
| Prob. | 0.3013 | 0.9842 | 0.628 | 0.7358 | 0.3825 | |
| n0 | n0 | n0 | n0 | n0 | ||
| At first difference | ||||||
| d (WALRF_SA) | d (DIGITAL_PAYMENTS_SA) | d (WACR_SA) | d (GDP_SA) | d (INFLATION_SA) | ||
| With constant | t-statistic | −3.4361 | −9.7712 | −3.3863 | −9.0843 | −8.1961 |
| Prob. | 0.0123 | 0 | 0.0141 | 0 | 0 | |
| ** | *** | ** | *** | *** | ||
| With constant & trend | t-statistic | −8.5146 | −9.703 | −3.4561 | −9.0298 | −8.1605 |
| Prob. | 0 | 0 | 0.0508 | 0 | 0 | |
| *** | *** | * | *** | *** | ||
| Without constant & trend | t-statistic | −3.4789 | −9.4524 | −3.4015 | −9.1241 | −8.2424 |
| Prob. | 0.0007 | 0 | 0.0009 | 0 | 0 | |
| *** | *** | *** | *** | *** | ||
Unit root test results table (ADF).
*Significant at the 10 percent.
**Significant at the 5 percent.
***Significant at the 1 percent and (no) Not Significant.
aLag Length based on SIC.
bProbability based on (
cSA, seasonally adjusted.
Source: Author.
The model specification involved one lag for the dependent variable (WALRF) and two lags for the independent variables (digital payments, GDP, CPI, WACR). To guarantee the best possible model fit, this lag structure was selected using the Akaike Information Criterion (AIC). The following is the specification for the ARDL equation's general form:
Where:
α0: is the constant term βi, δj, γk, θl, λl, μn: are the coefficients of the lagged variable ∈ t: captures un explained term
The cointegration equation is written as follows to represent the long-term relationship:
The temporary error correction model (ECM) is described as follows:
Where
Δ denotes the first difference operator, and
φ is the correction for the error coefficient, which shows how quickly the system is returning to the long-term equilibrium.
5 Results
5.1 Empirical results from the ARDL model
We have estimated the mentioned equations by using the ARDL model, which enables the inclusion of variables with mixed orders of integration, notably I (0) and I (1), and is especially helpful when working with time series data that show both long-run and short-run dynamics. Accordingly, it is appropriate to use ARDL in our study given that our primary variables include digital payments (proxied by RTGS and NEFT transactions), key monetary policy indicators (WALRF and WACR), and control variables such as GDP (proxied by IIP) and CPI, which exhibit mixed stationarity properties. The period of study, from post-demonetization (November 2016) to the present, provides 88 observations, making ARDL suitable due to its ability to handle relatively small sample sizes effectively. The results of the Long Run ARDL Model, ARDL Short-Run Dynamics, and ARDL Error Correction Model collectively illuminate the significant influence of digital payments on monetary policy transmission in India.
The Long Run ARDL Model (Table 3) shows a substantial inverse relationship between the Weighted Average Lending Rate on Fresh Rupee Loans (WALRF) and digital payments. Specifically, the coefficient for digital payments is approximately −0.43, indicating that a 1 percent increase in digital payments results in a 0.43 percent reduction in WALRF.
Table 3
| Variable | Coefficient | Std. error | t-statistic | Prob |
|---|---|---|---|---|
| WALRF_ SA(−1) | 0.768372 | 0.049725 | 15.45252 | 0.0001 |
| Digital_ payments_ SA | −0.431537 | 0.166572 | −2.590686 | 0.0114 |
| WACR_SA | 0.147368 | 0.033798 | 4.36022 | 0.0001 |
| GDP_SA | 0.195761 | 0.16853 | 1.161577 | 0.2488 |
| Inflation_ SA | −0.015326 | 0.011978 | −1.279529 | 0.2044 |
| Pandemic_ dummy | 0.012941 | 0.052794 | 0.245128 | 0.807 |
| C | 7.388281 | 2.635493 | 2.803377 | 0.0063 |
| Model diagnostic | ||||
| Statistic | Value | |||
| R-squared | 0.981134 | |||
| Adjusted R-squared | 0.979737 | |||
| F-statistic | 702.0837 | |||
| Prob (F-statistic) | 0.0001 | |||
| Durbin-Watson stat | 2.096182 | |||
| Mean dependent var | 8.535766 | |||
| S.D. dependent var | 0.826679 | |||
| Akaike info criterion | −1.365548 | |||
| Schwarz criterion | −1.168487 | |||
| Hannan-Quinn criterion | −1.286157 | |||
Long run ARDL model.
P-values and any subsequent test results do not account for model selection.
Source: Author.
Over the long term. This finding underscores the enhanced efficiency of monetary policy pass-through facilitated by the proliferation of digital payments. Furthermore, the Weighted Average Call Money Rate (WACR) exhibits a positive relationship with WALRF, with a coefficient of approximately 0.15. This finding aligns with (
Table 4
| Variable | Coefficient | Std. error | t-statistic | Prob. |
|---|---|---|---|---|
| WALRF_SA(−1) | −0.23163 | 0.04973 | −4.65821 | 0.00010 |
| ΔDIGITAL_PAYMENTS_SA | −0.43154 | 0.16657 | −2.59069 | 0.01140 |
| ΔWACR_SA | 0.14737 | 0.03380 | 4.36022 | 0.00010 |
| ΔGDP_SA | 0.19756 | 0.16853 | 1.16158 | 0.24880 |
| ΔINFLATION_SA | −0.01533 | 0.01198 | −1.27593 | 0.20440 |
| ΔPANDEMIC_DUMMY | 0.01294 | 0.05279 | 0.24513 | 0.80700 |
| Constant (C) | 7.38282 | 2.63549 | 2.80338 | 0.00630 |
| Model diagnostic | ||||
| R-squared | 0.33671 | |||
| Adjusted R-squared | 0.28757 | |||
| S.E. of regression | 0.17168 | |||
| F-statistic | 6.85296 | |||
| Prob(F-statistic) | 0.00001 | |||
| Durbin-Watson stat | 2.09618 | |||
| Akaike info criterion | −1.36555 | |||
| Schwarz criterion | −1.16849 | |||
| Hannan-Quinn criterion | −1.28616 | |||
Short-run ARDL model.
Source: Author.
This shows that WALRF rate falls quickly as digital payments rise. This implies that the financial sector has to become more productive and sustainable. The model further highlights the positive influence of WACR on short-term lending rates, with a coefficient of ~0.15, emphasizing its importance in the monetary policy framework. The ARDL Error Correction Model demonstrates the speed of adjustment toward long-run equilibrium.
The consistent results between the short-run and long-run ARDL models can be econometrically justified by the inherent design of the ARDL framework, which effectively captures both the immediate and equilibrium dynamics of the variables in question. The significant and comparable coefficients across both models suggest that the relationships between digital payments, WACR, and WALRF are robust and stable over different time horizons.
This alignment underscores the ARDL model's ability to integrate short-term fluctuations and long-term trends, providing a comprehensive understanding of the monetary policy transmission mechanism facilitated by digital payments. The coefficient for the error correction part (Table 5) is about −0.23. This means that every month, more than 23 percent of deviations from the long-term equilibrium are corrected. This rapid correction mechanism underscores the dynamic interplay between digital payments and financial policy, highlighting the crucial role of digital financial infrastructures in stabilizing the banking sector and enhancing monetary policy effectiveness.
Table 5
| Variable | Coefficient | Std. error | t-statistic | Prob. |
|---|---|---|---|---|
| COINTEQ* | −0.231628 | 0.034478 | −6.71812 | 0.0001 |
| Model statistics | ||||
| R-squared | 0.336706 | |||
| Adjusted R-squared | 0.336706 | |||
| S.E. of regression | 0.113546 | |||
| Durbin-Watson stat | 2.096182 | |||
ARDL error correction model.
*p-values are incompatible with t-bounds distribution.
5.2 Discussion
However, examining the extensive literature review reveals limited direct overlap with our specific findings on the association between digital transactions and the implementation of economic policy in India. The role of digital payments in reducing lending rates and enhancing monetary policy pass-through, as highlighted in our results, remains underexplored in the literature reviewed. Studies such as (
Technological barriers persist as a significant challenge in growing economies and, more generally, in developing cultures. In India, the increased number of restrictions that come with new technology has made it harder to carry out monetary policy smoothly. A clear illustration is how rural and urban societies reacted differently to digitalization. UPI and mobile wallets have grown a lot, but technological problems like server unavailability, poor network coverage in certain places, and being open to fraud have made it such that the successful transmission of monetary policy depends a lot on fixing these problems (
From a regulatory and policy perspective, the findings resonate with the literature on the impact of regulatory frameworks on digital payment adoption. (
As a key player in monetary policy transmission, it is important to note the response of Indian banks to digitization in their internal structure. In this perspective, the Indian experience aligns with the findings of (
Extensive studies have been conducted on digital payments, examining the many factors that facilitate or hinder their use (
Our results align largely with the existing research on the effect of digitalization on the monetary policy transmission. The (
5.3 Robustness tests and stability analysis
We performed several diagnostic tests (Table 6) to make sure our empirical findings were reliable and robust. These tests included the Bounds Test for Cointegration, the Breusch-Pagan-Godfrey Heteroskedasticity Test, the Breusch-Godfrey Serial Correlation LM Test, and stability analysis using the CUSUM test (Figure 4).
Table 6
| Test | Statistic | Value | P-value | Conclusion |
|---|---|---|---|---|
| Breusch-Godfrey serial | ||||
| Correlation LM test | F-statistic | 2.05 | > 0.13 | No serial association |
| Chi-Square statistic | 4.34 | > 0.11 | ||
| Breusch-Pagan-Godfrey | ||||
| Heteroskedasticity test | F-statistic | 2.15 | ≈ 0.06 | No heteroskedasticity |
| Chi-square statistic | 12.07 | ≈ 0.06 | ||
| Bounds test for cointegration | F-statistic | 6 | - | Cointegration present |
| Jarque-Bera test for normality | Jarque-Bera statistic | 1.31 | > 0.52 | Residuals are normally distributed |
Robustness test results.
Figure 4

CUSUM test for stability (2020–2024).
We used the Breusch-Godfrey Serial Correlation LM Test to find autocorrelation in the residuals up to two lags. There was a p-value greater than 0.13, which means that the null hypothesis, which says there is no serial association, could not be rejected. This shows that the residuals don't have any serial correlation, which proves that the model is good at showing how the basic data changes over time. To determine if the remaining values were heteroskedastic, we employed the Breusch-Pagan-Godfrey Test. The homoskedasticity null hypothesis was not rejected as well, and the p-value was about 0.06. The results show that there is not enough strong evidence for heteroskedasticity, which means that the model's error variance stays the same across all data. To determine if there was a lasting relationship across the variables in question, we employed the Bounds Test for Cointegration. We may reject the null hypothesis that there is no cointegration since the F-statistic of 6.00 was more than the upper limit critical values at all standard significance levels (10, 5, and 1%). This proves that the factors move together over time, which means that there is a stable equilibrium connection. We used the CUSUM test to check the model parameters' stability again. The CUSUM plot stayed within the 5 percent significance thresholds the whole time the data was being collected. This means that the model parameters are stable over time. This provides further confidence in the reliability of our model and its estimates. To determine if the residuals were normal, we employed the Jarque-Bera test. Since the p-value was greater than 0.52, we were unable to rule out the null hypothesis that the remaining values are regularly distributed. The histogram of residuals confirmed the normality assumption, which meant that the standard errors are reliable and fair. The diagnostic tests all show that the model is strong, well-defined, and reliable. This gives us confidence in the accuracy of our empirical results about how digital payments can help improve the propagation of financial policy in India. The findings are strong because there is no serial association or heteroskedasticity, there is cointegration, and the parameters are stable. This shows that digital payments have a big effect on how well monetary policy works.
6 Conclusion
In an overpopulated nation such as India, the swift adoption of digital payment methods among the populace presents an intriguing opportunity to examine and document how the Indian experience has successfully navigated various challenges. This journey commenced with the significant shift toward digitalization during the demonetization phase in 2016 and culminated in the notable success in addressing the adverse effects of the Covid-19 crisis.
This paper offers a thorough examination of the crucial impact digital payments represented namely by RTGS and NEFT have in improving the efficiency of the propagation of financial policy in India. Utilizing the Long Run ARDL Model, ARDL Short-Run Dynamics, and ARDL Error Correction Model, we have demonstrated a strong connection between the expansion of digital payments and the enhanced efficacy of monetary policy execution. Our results reveal that digital payments substantially lower the Weighted Average Lending Rate on Fresh Rupees Loans (WALRF), that's with a 1 per cent increase in the digital payment's adoption, WALRF was decreased by 0.43 per cent during the period of the study indicating a notable enhancement in the way monetary policy is transmitted.
This influence is observed both in the short term and the long term, highlighting the immediate benefits and sustained advantages of increased digital payment adoption. Specifically, greater reliance on RTGS and NEFT transactions strengthens the responsiveness of loan and credit rates to changes in policy rates. The rapid adjustment toward long-run equilibrium further underscores the dynamic and stabilizing effects of digital financial infrastructures on the banking sector.
The results align closely with previous research highlighting the crucial role of digital financial services in ensuring economic stability and advancing financial inclusion. Our study builds upon these insights by quantifying the impact of digitalization in payment methods on the competitiveness among banks and detailing how a greater reliance on digital payments influences lending rates.
From a policy perspective, the findings suggest that the continued promotion and integration of digital payment systems within the financial ecosystem are crucial for achieving broader macroeconomic objectives. Such integration not only enhances the responsiveness and competitiveness of the banking sector but also aligns with the overarching goals of monetary policy, fostering a stable and efficient financial landscape.
Despite the rapid proliferation of digital money worldwide and its significant impact on monetary policy formulation, India's expertise in this domain remains far behind. In contrast to many major economies, private cryptocurrencies like Bitcoin and Ethereum are not legally authorized as circulating currency in India, since they lack recognition as legal tender by the RBI and the Government of India. The most recent update about this matter was the statement from the Governor of the Reserve Bank of India (RBI) in June-2025 (
Statements
Data availability statement
Publicly available datasets were analyzed in this study. The data were obtained from the official sources of the Reserve Bank of India's Database, specifically covering monthly digital payment volumes, values, and monetary policy variables. The authors processed the data using appropriate techniques to ensure accuracy and consistency. The processed data supporting the findings of this study are available from the corresponding author upon reasonable request.
Author contributions
HM: Data curation, Methodology, Formal analysis, Investigation, Software, Visualization, Resources, Writing – original draft. DA: Supervision, Conceptualization, Validation, Writing – review & editing.
Funding
The author(s) declare that no financial support was received for the research and/or publication of this article.
Conflict of interest
The authors declare that the research was conducted in the absence of any commercial or financial relationships that could be construed as a potential conflict of interest.
Generative AI statement
The author(s) declare that no Gen AI was used in the creation of this manuscript.
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Supplementary material
The Supplementary Material for this article can be found online at: https://www.frontiersin.org/articles/10.3389/fhumd.2025.1673850/full#supplementary-material
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Summary
Keywords
banking sector, digital payments, monetary policy, ARDL model, Weighted Average Call Money Rate (WACR), Weighted Average Lending Rate sanctioned on Fresh Rupees Loans (WALRF)
Citation
Mostafa H and Arumugasamy D (2025) Impact of digital payments on monetary policy transmission in India: evidence from the post-demonetization era. Front. Hum. Dyn. 7:1673850. doi: 10.3389/fhumd.2025.1673850
Received
26 July 2025
Accepted
08 September 2025
Published
01 October 2025
Volume
7 - 2025
Edited by
Zoran Mastilo, Faculty of Business Economics, Bosnia and Herzegovina
Reviewed by
Adis Puška, University of Bijeljina, Bosnia and Herzegovina
Branka Topic Pavkovic, Univerzitet u Banjoj Luci Ekonomski Fakultet, Bosnia and Herzegovina
Kostiantyn Pavlov, Lesya Ukrainka Volyn National University, Ukraine
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© 2025 Mostafa and Arumugasamy.
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*Correspondence: Husam Mostafa hm4693@srmist.edu.in
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