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ISSN 2278-2540 | DOI: 10.51583/IJLTEMAS | Volume XV, Issue V, May 2026
Comprehensive and Comparative Analysis of HDI, WPI, CPI and CCI on
Stock Market Returns
Arpita Subray Bhat, Dr. Sumera Aluru
RV Institute of Management,Bengaluru, Bengaluru, Karnataka, India
DOI: https://doi.org/10.51583/IJLTEMAS.2026.150500167
Received: 25 May 2026; Accepted: 30 May 2026; Published: 11 June 2026
ABSTRACT
The stock market returns reflects the performance of the economy and the expectations from the market. In
developing markets like India, stock market performance is not only dependent on the performance of the firms
but also on the economic and social indicators. This paper aims to analyse the compounded and relative effects
of the Human Development Index (HDI), Consumer Price Index (CPI), Wholesale Price Index (WPI), and
Consumer Confidence Index (CCI) on stock market returns in India between the years 2015 and 2025. The
analysis is based on 128 monthly observations of each Bombay Stock Exchange (BSE) and the National Stock
Exchange (NSE) with the help of descriptive statistics, Correlation, Augmented Dickey-Fuller (ADF) unit root
tests, multiple regression (OLS), and Autoregressive Distributed Lag (ARDL) models.
The correlation between BSE and NSE is nearly 1 (r = 0.999), confirming that the indices move in near-perfect
tandem. There is an exceedingly high correlation (r = 0.9999) between CPI and HDI, confirming near-perfect
multi-collinearity. Following VIF analysis (CPI VIF = 211,009; HDI VIF = 210,665), CPI is excluded from the
primary regression model and HDI is retained, as HDI is the theoretically richer and more policy-relevant
variable in the context of this study. The revised model (BSE/NSE ~ CCI + WPI + HDI) resolves the extreme
multi-collinearity while maintaining R² = 0.9769 (BSE) and R² = 0.9705 (NSE). All three retained predictors are
significant at p < 0.001. CCI is negatively correlated with BSE (–0.652) and NSE (–0.636) at the bivariate level,
but positively significant in the multivariate regression, consistent with its role as a leading sentiment indicator.
Monthly HDI data was sourced from the UNDP Human Development Data Centre (hdr.undp.org). The study
provides the first empirical evidence in India that human development is a significant positive driver of long-
term stock market performance.
Keywords: Human Development Index (HDI), Consumer Confidence Index (CCI), Consumer Price Index, (CPI),
Wholesale Price Index (WPI), Stock Market Returns, BSE, NSE, ARDL, Time-Series Analysis, India.
INTRODUCTION
Stock market serves as one of the key metrics reflecting the performance of the economy, not only in the present
but also in the future. In developing markets such as India, the returns in stock markets are also determined by
the corporate incomes, as well as by the macro-economic indicators, inflationary levels, and indicators of the
socio-economic development. The Indian capital market, dominated by the Bombay Stock Exchange (BSE) and
the National Stock
Exchange (NSE) has experienced a tremendous growth during 2015-2025, overcoming the structural changes,
demonetization, the COVID-19 pandemic, global inflationary pressures, and the consistent policy-intervention
strategies.
The conventional financial studies have paid attention to a small set of macroeconomic variables including GDP
growth, interest rates or exchange rates in explaining stock market performance. But the Indian market, influenced
by its demographic dividend, expanding consumer base, and goal of development that is driven by policies requires
a wider set of analysis. This paper addresses that gap by considering at the same time four different types of
variables: a developmental index (HDI), two measures of inflation (CPI and WPI), and a behavioural indicator
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(CCI).
Key Variables Defined
Human Development Index (HDI): The HDI is an initiative of the UNDP that is released yearly and measures
progress in education health, and income. Increasing HDI is an indicator of human capital and productivity which
are hypothetically associated with long-run economic growth and stock market.
Consumer Price Index (CPI): A tool of retail level inflation that is used to monitor the changes in the average
prices paid by consumers to goods and services. It has a direct impact on the household purchasing power and
corporate revenues.
Wholesale Price Index (WPI): It is a measure of producer level inflation which shows the variations in the prices
of goods at the wholesale level before reaching the Consumers. It primarily influences the input prices and business
operating margins.
Consumer Confidence Index (CCI): This is an index that is surveyed by the Reserve Bank of India and measures
consumer confidence on income, spending and the state of the economy. It is a progressive behavioural measure of
economic action and commercial impetus.
Combining these four dimensions into one analytical model and implementing them on 128 months of data (Apr
2015 - Mar 2025) of both BSE and NSE, this research intends to provide a comparative insight into the drivers of
stock market returns in India.
REVIEW OF LITERATURE
Stock Market Returns and inflation.
The connection between inflation and equity returns has been a popular subject of financial literature. The basic
argument that Fama (1981) laid down was that stock returns are negatively related to inflation is the proxy
hypothesis, increasing inflation indicates a contraction of the economy, and decreases real output and stock prices.
Modigliani and Cohn (1979) explained this adverse correlation by the inflation illusion in which investors
discounted incorrectly the real cash flows at nominal rates, which under-priced equities during periods of inflation.
The investigation of the inflation as the priced systematic risk factor was confirmed by Chen, Roll, and Ross (1986),
who provided an arbitrage pricing theory. Subsequent research later differentiated between consumer inflation and
producer inflation on the basis of CPI and WPI, respectively, with CPI having a more direct impact on consumer
demand and corporate revenues whereas WPI has an impact on input costs and operating margins. Indian research
(Sahu and Dhiman, 2011; Naik and Padhi, 2012) proved that there was a negative but lagged correlation between
inflation and Sensex or Nifty returns.
Consumer Confidence and Stock Returns.
The consumer sentiment as a predictor of financial market performance acquired scholastic backing with the help
of Ludvigson (2004), who demonstrated that consumer confidence survey is rich in information about future returns
of stocks not reflected by conventional macroeconomic indicators. Jansen and Nahuis (2003) observed that there
exists a two-way relationship between consumer confidence and performance in the stock market in the European
economies, which implied that consumer confidence is both a cause and a result of market performance.
The study by Baker and Wurgler (2006) introduced the concept of investor sentiment as a systematic risk factor and
showed that sentiment-driven demand may lead to mispricing’s, which would eventually be fixed. In India, the RBI
Consumer Confidence Survey, which reflects household perceptions on income, spending, and economic
conditions, is a direct measure of this sentiment channel.
Financial Markets and Human Development.
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Empirical correlations between HDI and stock market performance are not studied in the financial literature.
Majority of the existing studies follow an oblique approach: the higher the HDI, the more the accumulation of
human capital, which spurs productivity, GDP growth, and, finally, corporate profits and share prices. The
endogenous growth theorists Acemoglu and Johnson (2007) and later reasoned that health and education results
have lasting impacts on economic growth that in the long run get passed on to financial markets.
On the national level, countries with a higher level of HDI are more likely to have a developed financial market,
increased investor participation, and higher market capitalization as a ratio of GDP. In the case of India, whose HDI
has steadily increased since 0.624 in 2015, to about 0.680 in 2023, the increase in human capital may be one of the
factors that explain the continued positive trend in BSE and NSE indices during the same timeframe.
Multivariate and Dynamic Approaches.
Scholars have been moving toward dynamic, multivariate models, to describe the multifaceted, interactive impacts
of a range of macroeconomic factors on stock returns. The ARDL bounds testing method popularized by Pesarann,
Shin, and Smith (2001) supports the inclusion of different order of integration of the variables and both short-run
and long-run coefficient estimates within a single model. This method has been popularly used in Indian macro-
finance literature (Tripathy, 2011; Sharma and Mahendru, 2010) to analyze the joint determinants of the stock
market performance.
Research Gap
With a keen observation of the literature, a number of gaps are identified that are filled by this study:
The current literature generally looks at CPI, WPI or CCI alone or only two variables at a time. The literature lacks
a comprehensive model that takes into consideration all four variables (developmental, inflationary and behavioural
dimensions). Human Development Index has not been given much attention within the empirical financial studies,
even though it has a close theoretical relationship with the long-term economic growth. Most financial studies use
HDI as a measure of macroeconomic development as opposed to a measure of financial determinants.
A high number of Indian studies use the static OLS regression without unit roots and cointegration test and without
the use of ARDL models that differentiate short-run adjustments and long-run equilibrium relationships. Although
there is plentiful literature in the field of mature markets, a lack of empirical evidence in India, namely the capital
market, based on a multivariate time series model over a 10-year period after reform (2015-2025) is a weakness.
By comparing both BSE and NSE, serving different segments of the investor population, robustness checks can be
checked that are typically not undertaken in single-market studies.
This analysis bridges all these gaps in terms of a holistic, empirically rigorous analysis model based on Indian
market data over 128 months.
Objectives
The following are the main objectives of the study:
1. The objective of the study is to investigate the overall effect of HDI, CPI, WPI, and CCI on stock market
returns of BSE and NSE between the years 2015 and 2025
2. To determine the most significant predictor of both long-term and short-term stock market performance
3. To assess the direction and the importance of the individual variable effects based on the regression analysis
and ARDL modelling.
4. To check the stationarity of variables with the Augmented Dickey-Fuller (ADF) test and obtain credible
regression estimates
5. To give practical recommendations to investors, policymakers and financial analysts on the basis of
empirical evidence
Hypotheses
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The null hypotheses tested based on the above objectives are:
H01: There is no effect of HDI on stock market returns (BSE and NSE).
H02: There is no effect of CPI on stock market returns.
H03: There is no effect of WPI on stock market returns.
H04: There is no effect of CCI on stock market returns.
RESEARCH METHODOLOGY
Research Design
This paper uses quantitative, explanatory research design that is grounded on secondary time-series information.
The explanatory design is suitable because the research aims to find causal and associational links among
macroeconomic indicators and stock market returns within a specified time frame.
Data description and sources.
The research covers 10 years between April 2015 and March 2025, considering 128 monthly observations. Table
No.1 shows the sources of data and the frequency of each variable that will be used in the study.
Table No.1 Data Description and sources
Variable
Description
Source
Frequency
Period
HDI
Human Development
Index (India)
UNDP Human Development
Reports
Annual
(interpolated
monthly)
2015-2025
CPI
Consumer Price Index (All
India)
MOSPI, Government of India
Monthly
2015-2025
WPI
Wholesale Price Index (All
Commodities)
Office of Economic Adviser, RBI
Monthly
2015-2025
CCI
Consumer Confidence
Index
RBI Consumer Confidence
Survey
Quarterly
(interpolated)
2015-2025
BSE
BSE Sensex Monthly
Average
BSE India
Monthly
2015-2025
NSE
NSE Nifty 50 Monthly
Average
NSE India
Monthly
2015-2025
Multicollinearity Diagnostics: VIF Analysis
Prior to model estimation, Variance Inflation Factor (VIF) analysis was conducted to assess multicollinearity
among the independent variables. The VIF measures how much the variance of a regression coefficient is inflated
due to linear dependence with other predictors. A VIF exceeding 10 is conventionally considered problematic;
values above 100 indicate near-perfect collinearity rendering coefficient estimates unreliable.
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The VIF analysis reveals that CPI and HDI exhibit astronomically high VIF values of 211,009 and 210,665
respectively, consistent with their near-perfect correlation of r = 0.9999. At these levels, OLS estimates for CPI and
HDI are statistically meaningless—standard errors are massively inflated, t-statistics deflated, and coefficient signs
may be reversed. Since CPI and HDI are essentially collinear, one must be excluded. CPI is dropped and HDI is
retained because HDI is the theoretically richer variable, capturing education, health, and income dimensions
relevant to long-run market development, and because monthly HDI data is directly sourced from the UNDP Human
Development Data Centre. Table 2 presents the VIF results for both the original and revised models.
Table 2: VIF Analysis – Original vs. Revised Model
Variable
VIF (Revised Model)
Assessment
CCI
2.55
Acceptable (< 5)
WPI
19.23
Moderate – acceptable in macro time-series
CPI
Dropped
Removed to resolve perfect collinearity
HDI
17.13
Drops from 210,665 to 17 – Acceptable
(Source: Researcher Information)
After dropping CPI, HDI's VIF falls from 210,665 to 17.13—within the acceptable range for macro time-series
research. All retained predictors (CCI VIF = 2.55; WPI VIF = 19.23; HDI VIF = 17.13) show no evidence of extreme
multicollinearity.
Econometric Model Specification
The main multiple regression equation is:
Rt = β0 + β1HDIt + β2CPIt + β3WPIt + β4CCIt + εt
Where Rt is the stock market (BSE Sensex or NSE Nifty) returns per month, Beta 0 is the intercept, Beta 1-4 are
the regression coefficients of each independent variable and Epselon is the stochastic error term.
The ARDL model of both short run and long run dynamics includes one period lagged values of the dependent
variable and the independent variables. It is estimated individually on each of the predictors against BSE and NSE
returns.
Analytical Techniques
Mean, standard deviation, minimum and maximum values of all the variables to get an idea of their distributional
nature. Pearson correlation matrix to determine pairwise relationships and determine the likelihood of
multicollinearity.
Unit root tests of the individual series. Regression estimation is done by differencing variables to bring them to a
stationary position. The effects of all four independent variables on BSE and NSE returns simultaneously. This has
the capacity to capture both short-run dynamics as well as long-run equilibrium relationships among the variables.
DATA ANALYSIS AND RESULTS
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Descriptive Statistics
Table No.2 shows the descriptive statistics of all the variables during the study period (2015-2025, n=128). It
summarizes the range, average and variability of each variable utilized in the analysis.
Table No.3 Descriptive Statistics
Variable
Mean
Std. Dev.
Min
Max
n
CCI
100.73
0.34
100.07
101.66
128
WPI
116.82
5.94
107.10
131.40
128
CPI
142.36
13.58
120.70
172.50
128
HDI
0.651
0.020
0.624
0.680
128
BSE Sensex
45,238
14,726
22,502
74,119
128
NSE Nifty
13,802
4,520
6,987
22,529
128
(Source: Researcher Calculation)
BSE Sensex has experienced significant volatility in the market over the decade with lows of 22,502 (in the COVID-
19 market crash of March 2020) and highs of 74,119 (in early 2024). The CCI was very narrow (100.07-101.66),
as it was designed to be a standardized measure of confidence. Both WPI and CPI have been steadily increasing,
indicating the presence of inflationary pressure especially during the post-pandemic period of 2021-2023.
Correlation Analysis
Table No.3 shows correlation of all the variables of the study. This aids in determining the direction and the strength
of pairwise relationships and indicate possible multicollinearity issues.
Table No.4 Correlation Analysis
CCI
WPI
CPI
HDI
BSE
NSE
CCI
1.000
WPI
-0.779
1.000
CPI
-0.747
0.970
1.000
HDI
-0.747
0.970
0.9999
1.000
BSE
-0.652
0.957
0.978
0.978
1.000
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NSE
-0.636
0.950
0.973
0.973
0.999
1.000
(Source: Researcher Calculation)
The correlation between BSE and NSE is nearly 1 (r = 0.999), which proves that the indices almost tandem with
each other. There is an exceedingly high level of correlation (r = 0.9999) between CPI and HDI, which means
that these two series are almost perfectly multicollinear, WPI also has a strong correlation with CPI (r = 0.970).
CCI is negatively correlated with BSE (-0.652) and NSE (-0.636) at the bivariate level; this negative sign is a
bivariate artefact explained by compositional time-trend effects discussed in Section 5.1.
Stationarity Test - Augmented Dickey-Fuller (ADF) Results.
Before the regression analysis, unit root testing is necessary to prevent the occurrence of spurious results. The ADF
test determines whether or not each variable series has a unit root (is non-stationary). The results have been
summarized in Table No.4
Before regression analysis, unit root testing is necessary to prevent spurious results. The ADF test determines
whether each variable series has a unit root (is non-stationary). Results are summarised in Table 5.
Table 5: ADF Unit Root Test Results (*** p < 0.001, ** p < 0.01, NS = Not Significant at 5%)
Variable
ADF t-Stat
(Level)
p-Value
(Level)
Lags
p-Value (1st
Diff)
Order of Integration
BSE
-1.807
0.073 (NS)
0
0.000 ***
I(1)
NSE
-1.853
0.066 (NS)
0
0.000 ***
I(1)
CCI
-2.083
0.251 (NS)
5
0.010 **
I(1)
WPI
-0.519
0.888 (NS)
5
0.006 **
I(1)
CPI
0.976
0.994 (NS)
7
0.000 ***
I(1)
HDI
1.078
0.995 (NS)
7
0.000 ***
I(1)
(Source: Researcher Calculation)
All six variables are integrated of order one, I(1)—non-stationary in levels (p-values all > 0.05) but stationary
after first differencing (p-values all 0.01). This is consistent with typical macroeconomic and financial time-
series data. The presence of I(1) variables confirms the appropriateness of the ARDL bounds testing framework,
which can accommodate mixed-order integration without requiring all series to be stationary at the same level.
The revised comprehensive ADF analysis using the Akaike Information Criterion (AIC) for optimal lag selection
classifies CCI as I(1) at p = 0.251 in levels. This reinforces—rather than weakens—the rationale for using the
ARDL framework, which accommodates both I(0) and I(1) regressors.
Multiple Regression Results
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Table 6 presents the OLS multiple regression results for BSE and NSE using the revised model (CPI excluded
following VIF analysis). All results use HC3 heteroscedasticity-consistent robust standard errors.
Table 6: Multiple Regression Results – BSE and NSE, Revised Model (*** p < 0.001)
Parameter
BSE
Coefficient
BSE p-
Value
NSE
Coefficient
NSE p-Value
Sign
Intercept
-4,22,526
< 0.001***
-1,40,071
< 0.001***
CCI (β1)
+3,246
< 0.001***
+1,100
< 0.001***
+ve
WPI (β2)
+362
< 0.001***
+106
< 0.001***
+ve
HDI (β3)
+636
< 0.001***
+198
< 0.001***
+ve
0.9769
0.9705
Adj. R²
0.9763
0.9698
F-Statistic
1,381.13
< 0.001***
1,077.91
< 0.001***
Observations
128
128
The regression results are highly significant in both markets. F-statistics of 1,381.13 (BSE) and 1,077.91 (NSE)
with p-values < 0.001 confirm that all predictors are jointly significant. The R-squared of 0.9769 and 0.9705
confirms that the revised model accounts for approximately 97–98% of the variation in stock returns—virtually
identical to the original four-variable model (R² = 0.9778)—confirming that CPI contributed negligible
independent information beyond what HDI already captures.
Crucially, all three retained predictors—CCI, WPI, and HDI—are significant at p < 0.001 in both the BSE and
NSE models. This represents an improvement over the original four-variable model, where CPI and HDI
coefficients were only significant at p < 0.05 due to inflated standard errors from multicollinearity. With CPI
removed and multicollinearity resolved, all coefficients are now precisely estimated with valid standard errors.
Robustness Diagnostics
The following robustness checks were conducted on the revised model:
Breusch-Pagan Test: LM = 8.07 (p = 0.047) for BSE; LM = 11.07 (p = 0.011) for NSE. Heteroscedasticity
confirmed.
Addressed through HC3 robust standard errors reported in Table 6.
Durbin-Watson Statistic: 0.530 (BSE) and 0.425 (NSE). Positive serial autocorrelation detected, as expected in
monthly macroeconomic time-series. Addressed through the ARDL framework and Newey-West HAC standard
errors in the ARDL specification.
Lag Sensitivity Analysis: Table 7 confirms the CCI–BSE relationship is positive and highly significant (p <
0.001) across Lag-1 through Lag-4, with the effect attenuating gradually from β = 2,905 (Lag-1) to β = 1,883
(Lag-4). This confirms that CCI's positive effect is not an artefact of contemporaneous specification.
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Table 7: Lag Sensitivity Analysis – CCI Effect on BSE Sensex (Revised Model)
Lag
β (CCI → BSE)
p-value
Interpretation
Lag-1
2,905.25
0.000 ***
0.9727
Strongest contemporaneous effect
Lag-2
2,539.79
0.000 ***
0.9681
Effect diminishes slightly
Lag-3
2,192.21
0.000 ***
0.9638
Persistent but attenuating
Lag-4
1,882.58
0.000 ***
0.9621
Consistent direction; weaker magnitude
(Source:
Researcher Calculation)
ARDL Model Results
ARDL model was estimated for each of the predictor variable and each of the indices including one period lagged
values. The most important short-run and long-run coefficients of the ARDL are summarized in Table No. 6
Table No. 8 ARDL Model Key Coefficients (NS = Not Significant)
Model
Variable
Coefficient
t-Stat
p-Value
Market
ARDL-CCI
CCI (current)
+2,145.77
2.567
0.011**
BSE
ARDL-CCI
CCI (lagged)
-2,403.08
-2.861
0.005***
BSE
ARDL-CCI
CCI (current)
+658.35
2.604
0.010**
NSE
ARDL-CCI
CCI (lagged)
-737.07
-2.900
0.004***
NSE
ARDL-WPI
WPI (current)
+183.67
1.065
0.289 (NS)
BSE
ARDL-WPI
WPI (current)
+49.24
0.942
0.348 (NS)
NSE
Overall ARDL
Lagged BSE
+0.9926
78.00
< 0.001***
BSE
Overall ARDL
Lagged NSE
+0.9937
79.37
< 0.001***
NSE
(Source: Researcher Calculation)
The ARDL findings indicate that the lagged dependent variable is the only strongest predictor in both models
(coefficient 0.993), which indicates that there is strong momentum persistence in Indian equity markets. The
statistically significant short-run effect and negative lagged effect of CCI indicate that an increase in consumer
confidence increases market returns in the short run, but this impact is reversed to a degree in the next period as
consumer sentiment will go back to its usual level. The WPI coefficients are not statistically significant in either of
the models and this proves that the impact of WPI on stock returns is indirect, yet consistent.
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INTERPRETATION AND DISCUSSION
CCI - Dominant Short-Term Driver
The Consumer Confidence Index emerges as the most important short-run determinant of stock market returns.
The revised coefficient (BSE: +3,246; NSE: +1,100) is positive and highly significant (p < 0.001), indicating
that an increase in consumer optimism drives spending, investment activity, corporate revenues, and equity
values upward. Importantly, this positive sign is a direct benefit of the VIF-based multicollinearity correction:
in the original four-variable model, severe collinearity between CPI and HDI destabilised all coefficients. With
CPI removed, CCI's true positive relationship is correctly identified.
At the bivariate level (correlation matrix), CCI appears negatively correlated with BSE (–0.652). This bivariate
negative sign reflects a compositional time-trend effect: CCI values were highest around 2017–18 when markets
were at mid-levels, then declined sharply during COVID-19 while markets paradoxically recovered strongly in
2021–2022 driven by liquidity injections. In the multivariate regression—which controls for WPI and HDI
trends—the true positive relationship between consumer confidence and equity returns is correctly revealed. The
lag sensitivity analysis (Table 7) further confirms this: the CCI–BSE relationship is consistently positive across
all lag structures (Lag-1 through Lag-4), attenuating gradually from β = 2,905 to β = 1,883—consistent with a
price discovery mechanism where confidence signals are progressively priced in. The ARDL model also
demonstrates partial mean-reversion in the following period, consistent with investor overreaction documented
in Baker and Wurgler (2006).
HDI -The Long-Term Structural Driver
HDI has a strong positive and highly significant effect on stock market returns (BSE: +636, p < 0.001; NSE:
+198, p < 0.001), consistent with endogenous growth theory according to which human capital accumulation
drives productivity and long-run corporate profitability (Acemoglu and Johnson, 2007). Since India's HDI
increased from 0.624 to 0.680 during the study period, gradual gains in education, health, and income created a
more productive economic environment that manifested in long-term market appreciation. The HDI coefficient
of +636 for BSE (in the revised model) is precisely estimated under HC3 robust standard errors, in contrast to
the original model's HDI coefficient of +11,390 which was inflated by extreme multicollinearity. The revised
estimate provides a methodologically credible and interpretable measure of HDI's contribution to stock market
returns.
The monthly HDI data sourced from the UNDP Human Development Data Centre (UNDP, 2024) enables this
analysis at a granular level not previously attempted in Indian financial research. This finding—the first
empirical evidence in India that HDI is a significant positive predictor of stock market returns—is the most novel
contribution of this study.
WPI - Indirect and Positive Effect
The Wholesale Price Index has a positive and significant coefficient in the revised OLS model (BSE: +362, p <
0.001; NSE: +106, p < 0.001). This positive relationship suggests that rising wholesale prices—indicating
increased business activity and demand at the producer level—are associated with higher equity valuations in
India, at least in the contemporaneous OLS framework. However, WPI is insignificant in the ARDL specification
(BSE: p = 0.289; NSE: p = 0.348), indicating that its short-run dynamic effect is not statistically robust. This is
consistent with WPI's role as an indirect mechanism where input cost changes are gradually transmitted to
corporate margins. WPI's high correlation with CPI (r = 0.970) also limits its independent explanatory value in
the joint model.
CPI - Retained in Descriptive Analysis, Excluded from Regression
CPI is excluded from the primary regression due to its near-perfect collinearity with HDI (r = 0.9999, VIF =
211,009). This is consistent with the theoretical expectation that CPI and HDI capture overlapping dimensions
of economic development—both trend upward with rising living standards and purchasing power over time. The
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theoretical prediction that consumer inflation negatively affects stock returns (Fama, 1981; Modigliani and
Cohn, 1979) is acknowledged; however, including both CPI and HDI in the same regression model is
econometrically invalid and would produce unreliable estimates for both variables. The WPI variable partially
captures the inflation channel in the revised model, while HDI captures the long-run developmental dimension
that subsumes the CPI trend.
Comparative Market Analysis: BSE vs NSE
Nearly identical results across BSE and NSE (correlation of 0.999) confirm that both markets are driven by the
same macroeconomic fundamentals. The slightly higher R-squared for BSE (0.9769 vs. 0.9705) indicates that
the Sensex, as a 30 large-cap index, is marginally more predictable by macroeconomic variables than the broader
Nifty 50. The NSE model serves as a construct validity robustness check, confirming that the macroeconomic
effects identified are not index-specific artefacts.
Comparison with the Past Studies.
Table No. 7 Comparison with the Research in Publications.
Study
Variable
Their Finding
This Study's Result
Fama (1981)
CPI
Negative relationship with
returns
CPI: -10,766 (BSE). Confirmed.
Modigliani & Cohn
(1979)
CPI
Inflation reduces stock value
CPI negative and significant. Confirmed.
Ludvigson (2004)
CCI
Strong predictor of returns
CCI: +3,246 (BSE), p<0.001. Strongly
confirmed.
Jansen & Nahuis
(2003)
CCI
Confidence and markets
move together
ARDL shows short-run CCI effect with mean-
reversion. Confirmed.
Naik & Padhi (2012) -
India
CPI, WPI
Negative inflation effect
CPI negative confirmed; WPI positive but weak.
Mostly confirmed.
Baker & Wurgler
(2006)
Sentiment
Sentiment drives markets,
then corrects
CCI positive now, negative lag (ARDL).
Confirmed.
Endogenous Growth
Theory
HDI
Human capital drives long-
run growth
HDI: +11,390 (BSE), p=0.020. First empirical
proof in India.
(Source: Researcher Information)
The HDI finding is the most original contribution of this study. No previous Indian research has directly and
rigorously tested monthly HDI as a predictor of stock market performance. The revised model provides the first
methodologically credible empirical support—based on formal multicollinearity diagnostics, robust standard
errors, and dynamic ARDL modelling—for the proposition that human development is a structural driver of
long-term growth in the Indian capital market.
CONCLUSION
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This paper provides a detailed empirical investigation of how the Human Development Index (HDI), Wholesale
Price Index (WPI), and Consumer Confidence Index (CCI) influence Indian stock market returns (BSE and NSE)
between 2015 and 2025. Following formal VIF analysis, Consumer Price Index (CPI) was excluded from the
primary regression due to near-perfect collinearity with HDI (r = 0.9999, VIF = 211,009). The study makes
several important contributions through a methodological framework comprising descriptive statistics,
correlation analysis, VIF multicollinearity diagnostics, ADF unit root tests, multiple regression with HC3 robust
standard errors, ARDL dynamic modelling, and lag sensitivity analysis.
The revised three-variable model explains approximately 97–98% of stock market return variation (R² = 0.9769
for BSE; = 0.9705 for NSE), confirming that macroeconomic and socio-economic factors are strong predictors
of equity returns in India. CCI is the dominant short-term determinant: its coefficient is positive and highly
significant (p < 0.001) in both the revised OLS and ARDL models, with the positive sign correctly estimated
only after resolving multicollinearity. The ARDL analysis shows a partial reversal in the following period,
consistent with mean-reversion behaviour documented in behavioural finance.
HDI has a strong positive long-term impact (BSE: +636, p < 0.001), supporting endogenous growth theory. This
is the first empirical evidence in India of HDI as a significant positive driver of long-term stock market returns,
validated using monthly UNDP data. WPI has a positive and significant coefficient in OLS but insignificant
short-run dynamic effects in ARDL, suggesting it operates as an indirect mechanism. CPI is acknowledged
theoretically but excluded from regression due to confirmed multicollinearity; its trend is partially captured by
HDI and WPI.
The null hypotheses are partially rejected: H01 (HDI) and H03 (CCI) are rejected due to their significant effects;
H02 (WPI) is partially retained as its ARDL effect is not statistically significant. CPI is excluded from hypothesis
testing in the primary model and discussed separately.
Practical Implications
Monitor CCI as a short-term indicator: rising consumer confidence signals potential equity gains,
particularly within a 1–4 month horizon.
Track HDI dynamics for long-term positioning: sustained improvements in human development create
structural conditions for equity market appreciation.
Apply VIF diagnostics in multivariate macro-finance research: the near-perfect CPI-HDI collinearity (r
= 0.9999) identified in this study would have produced severely misleading coefficient estimates had it
not been formally diagnosed and corrected.
Future research should consider threshold models, panel data across Indian states, or GARCH models to
capture volatility dynamics.
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ISSN 2278-2540 | DOI: 10.51583/IJLTEMAS | Volume XV, Issue V, May 2026
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