4. Empirical Results and Discussions
This research aims to explore how liquidity and debt ratios effects financial performance of south Asian airline industry.
Table 2 shows the mean current ratio of the sample is 0.63, indicating that for each dollar of current liabilities, businesses possess 0.63 in current assets. The standard deviation of 0.49 indicates a modest variation in current ratios among the enterprises. A distribution with a skewness of 0.96 suggests a rightward skew, indicating that while the majority of organisations exhibit ratios near the mean, a minority possess significantly lower ratios. The kurtosis of 3.99 indicates a distribution that is somewhat platykurtic, exhibiting a flatter profile compared to a normal distribution. A standard deviation of 6.25 signifies considerable variability in the quick ratios across the firms. Numerous organisations exhibit low quick ratios, whereas others approach the mean, as evidenced by a skewness of 5.72, indicating a significantly right-skewed distribution. The distribution exhibits significant leptokurtosis, characterised by a taller and thinner profile compared to a normal distribution, as evidenced by a kurtosis value of 35.76. The sample's mean cash ratio indicates that companies possessed
$9.96 in cash for each dollar of current obligations. The standard deviation of 43.09 signifies considerable variability in the cash ratios across the organisations. A right-skewed distribution is indicated by a skewness of 4.51, suggesting that while the majority of organisations exhibit ratios near the mean, a minority display significantly lower ratios. A leptokurtic distribution, characterised by a greater peak and thinner tails compared to a normal distribution, is indicated by a kurtosis value of 21.83. The mean debt ratio of the sample is 94.48%, signifying that businesses possess
$94.48 in debt for every
$100 in total assets. The standard deviation of 123.26% signifies considerable variability in the debt ratios of the enterprises.
The right-skewed distribution, with a skewness of 1.72, suggests that while most firms have debt ratios near the mean, a significant number exhibit very high debt ratios. The kurtosis of 5.09 indicates a platykurtic distribution, as the distribution is flatter than that of a normal distribution. The mean debt-to-equity ratio of the sample is 55.71%, indicating that for every $100 in equity, businesses carry $55.71 in debt. Return on equity (ROE) serves as an indicator of a business's success, reflecting the profit generated by the firm for each dollar of shareholder equity. The average ROE of 14.16% indicates that the sample firms profit from their equity investment. A better yield on equity ROE is ideal since it shows that a business is making beneficial use of its resources.
Table 3 shows that the quick ratio and current ratio exhibit a perfect positive correlation. A favourable correlation exists between the money ratio and the current ratio. A weak positive correlation exists between the debt-to-current ratios. The weak inverse correlation between the debt-to-equity ratio and the current ratio Notable relationship between return on equity and current ratio there is a notable relationship between the debt ratio and the debt-to-equity ratio. A weak negative correlation exists between the debt ratio and return on equity. The relationship between the ratio of debt to equity and return on equity exhibits a significantly negative lagged effect. Lagged calculations indicate the presence of multiple delays among the various indicators of liquidity, debt, and profitability. These connections may result from various elements, including the business's industry, development plan, and finance choices. Airline companies exhibiting higher debt levels typically demonstrate lower returns on equity, attributable to the significant inverse relationship between the debt-to-equity ratio and returns on equity. Businesses with higher debt levels often incur elevated interest costs, which may adversely affect their profitability. Comprehending the financial performance of airline companies necessitates an analysis that extends beyond mere recognition of the interconnections among financial metrics. Additional influences may include the regulatory environment of the company, the competitive landscape, and the overall economic conditions
Analysts employ the Distinction Fixed Interaction test to assess whether a period series variable exhibits a Distinction Fixed Cycle. A non-fixed variable is characterised by mean fluctuations that do not remain consistent over time and exhibit a distinction of fixed interaction. In this context, interpreting the outcomes of statistical tests that rely on stationarity can be difficult. The fixed cycle test was employed to determine whether the time series variables were stationary prior to conducting a regression analysis focused on the effects of liquidity and debt on the managerial ratios influencing the financial performance of airline companies. Prior to its application in a relapse examination, a variable characterised by a fixed cycle must be differentiated or modified by calculating the difference between two successive values. The table 4 presents the findings from the Phillips-Perron (P.P) and Augmented Dickey-Fuller (ADF) tests regarding the Return on Equity, current ratio, quick ratio, cash ratio, and debt ratios. The results indicate that each variable is stationary in its initial differences. The variables do not necessitate differencing when employing regression analysis. Difference Stationary Process tests are essential for preventing misleading regression. When two non-stationary time series variables are correlated, a statistical phenomenon referred to as spurious regression may occur. The presence of lag does not necessarily indicate a causal relationship between the two variables. The outcome may result from both factors moving in a similar direction. The verification of the study's conclusions was facilitated, rendering them reliable and suitable for consideration by legislators and airline corporations in decision-making processes.
Table 5 shows the cointegration analysis indicates a long-term equilibrium relationship between financial performance metrics for airline companies and liquidity and debt management ratios. This suggests a stable relationship between these variables over time, rather than random co-movement. This result significantly influences the understanding of the dynamic interaction between financial strategies and airline performance.
The relationship between liquidity and debt management ratios—such as the current ratio, quick ratio, cash ratio, debt ratio, and debt-to-equity ratio—and financial performance, specifically return on equity (ROE) for aircraft companies, is revealed by the OLS estimates presented in
Table 6. The table presents the coefficients, standard errors, t-statistics, and p-values for each independent variable in the regression model. The Current ratio exhibits a positive correlation with ROE; however, it lacks statistical significance. Although a negative relationship exists between the Quick ratio and ROE, it is not statistically significant. A positive and statistically significant relationship is observed between the cash ratio and return on equity (ROE). It indicates that airlines with greater cash reserves may invest in growth opportunities with substantial assets, thereby enhancing their financial performance. The relationship between the debt ratio and ROE is negative; however, it lacks statistical significance. Although a positive relationship exists between the debt-to-equity ratio and ROE, it is not statistically significant. Return to equity: Even though there is a positive connection between ROE and Return on equity, it is not statistically critical.
The model demonstrates an R-squared value of 0.3372, indicating it accounts for approximately 34% of the variance in ROE among carrier organisations. The adjusted R-squared value of 0.2500 is lower, given the number of independent variables in the model. The model demonstrates a strong fit to the data. It is plausible that additional variables not accounted for in the model affect ROE. Two statistical measures employed to assess the goodness of fit of a regression model are R-squared and adjusted R-squared. R-squared indicates the extent to which variations in the independent variables (liquidity and debt management ratios) account for changes in the dependent variable (ROE). A variant of R-squared, referred to as changed R, adjusts for the number of independent variables in the model concerning outstanding balances. R-squared regard proposes a superior fit for the model, but it is not guaranteed to suggest that it precisely catches the hidden association between the variables. The R-squared worth of 0.3372 demonstrates that the model makes sense of around 34% of the variety in ROE about the OLS results for carrier organizations. Without a doubt, even yet, the models changed R-squared worth of 0.2500 is simply lower, proposing that the informative force of the model might not be considerably expanded by including more independent variables. It suggests that the model could effectively address the essential associations between liquidity and debt management ratios and ROE for aircraft companies.
Table 7 shows Estimations of Heteroscedasticity
F-Statistic 24218.54 indicates a significant level of heteroscedasticity.
Probability F (14, 35)P-value is less than 0.05, suggesting that heteroscedasticity is statistically significant.
Observed R-Squared: 43.99791A high R-squared value signifies that the model accounts for a considerable portion of the variance in ROE.
P Chi-Square (14) 0.0015 P-value is below 0.05, indicating the statistical significance of the observed R-squared.
Scaled Explanation SS 365.1336The presence of heteroscedasticity is corroborated by a substantial explained sum of squares value.
P Chi-Square (14) 0.0000 P-value is less than 0.05, indicating that the scaled explained sum of squares is statistically significant.
The analysis of debt management ratios and liquidity's impact on the financial performance of airline companies reveals significant evidence of heteroscedasticity in the regression model, as indicated by the estimations presented in
Table 7. The p-value of 0.0000 and the high F-statistic of 24218.54 indicate that the error variance is dependent on the values of the independent variables. The model accounts for a significant portion of the variation in ROE; however, the error variance is not constant, as evidenced by the high R-squared value of 43.99791 and the corresponding p-value of 0.0015. Additional evidence of heteroscedasticity is indicated by the substantial scaled explained sum of squares value of 365.1336, accompanied by a corresponding p-value of 0.0000.
The presence of heteroscedasticity leads to substantial implications for the validity of OLS estimates. The reliability of t-statistics in evaluating the significance of coefficients may be compromised by potential bias in their standard errors. Conclusions on the gap between airline firms' financial performance and debt and liquidity management ratios are hampered by this.
The OLS regression model examines the impact of debt management and liquidity ratios on the financial performance of airlines, indicating potential serial lags. A p-value of 0.0000 and a statistically significant F-statistic of 29.55292 provide support for this conclusion.
The error components in the regression model display mutual lagged and serial lagged characteristics, often termed autolagged results. This may lead to biassed and ineffective coefficient estimations, consequently distorting the actual relationship between debt management liquidity ratios and financial performance. This also contravenes the OLS assumption regarding the independence of error terms.
Additional research employing alternative estimation techniques, including autoregressive (A.R.) models or generalised least squares (GLS), is essential to derive more robust and reliable conclusions regarding the factors affecting airline financial performance, considering the potential influence of serial lagged variables on the validity of OLS results.
The F-statistic of 29.55292 is notably high, suggesting substantial evidence of serial association.
Prob. F (2, 43) < 0.0000, indicating that the P-value is less than 0.05, which suggests that the serial lag is statistically significant. R-Sq. The observed value is 27.34487.A high R-squared value indicates that a significant portion of the variance in financial performance is accounted for by the model. The P Chi-Square (2) is 0.0000, and the P-value is less than 0.05, suggesting that the observed R-squared is statistically significant.
In the presence of serial lag, these methods can produce more reliable estimates and standard errors. In the analysis of regression findings, it is essential to examine potential violations of OLS assumptions, including serial lagged effects, as illustrated by the estimations presented in
Table 8. The validity of the results and recommendations in the research on airline financial performance may be compromised by biassed, ineffective, and unreliable estimates resulting from inadequate management of serial lags.
The time series data concerning liquidity and debt management measures, utilised to assess their impact on airline financial performance, may demonstrate autolagged characteristics;
Table 9 illustrates this potential. A lag in the error components of a regression model across different time delays is referred to as auto-logged or serial lagged.
Explanation of Level VIF
A level VIF value exceeding 10 indicates significant autolagged in the variable.
Table 9 demonstrates a notable relationship among its error components across various time delays, as evidenced by the exceptionally high VIF value of 533.8286 for the current ratio. The airline's financial performance may be distorted, resulting in a lag in the current ratio. The quick ratio, cash ratio, debt ratio, and debt-to-equity ratio exhibit VIF values below 10, indicating the presence of moderate to low autocorrelation in these data. However, it is crucial to remember that even a little autolagged might impact the reliability of regression findings.
Explanation of Orientated VIF
Strong autolagged not caused by the regression model's constant term is indicated by a centered VIF value larger than 5. All variables in
Table 9 exhibit centred VIF values below 5, suggesting that the constant term primarily influences the autolagged nature of these variables. In assessing regression results related to airline financial performance, it is essential to thoroughly examine any violations of OLS assumptions, including those pertaining to autolagged variables, as indicated by the autolagged estimations presented in
Table 9. Ignoring autolagged variables may lead to erroneous conclusions about the relationship between debt management ratios, liquidity, and the financial performance of airlines.
The estimates presented in
Table 10 of the Ramsey Reset indicate the presence of heteroscedasticity in the regression model analysing the relationship between the financial performance of airline businesses, their debt management ratios, and liquidity. The likelihood ratio (99.2193), F-statistic (315.8010), and t-statistic (17.77079) are statistically significant, with p-values below 0.05, providing support for this conclusion. Heteroscedasticity, or non-constant variance, occurs when the error variance in a regression model is inconsistent across different values of the independent variables. The assumption of homoscedasticity in ordinary least squares (OLS) regression is violated, potentially leading to biassed and inefficient coefficient estimates, thereby undermining the validity of the results.
Figure 1 shows cusum plot to check the stability of the model. Blue line is in between red lines. Hence, model is stable.
The conditional heteroscedasticity observed in the residuals of the regression model analysing the relationship between debt management ratios, liquidity, and the financial performance of airline businesses is represented through GARCH/TARCH estimations in
Table 11. Conditional heteroscedasticity, or ARCH (Autoregressive Conditional Heteroscedasticity), arises when the variance of the residuals is not constant across varying values of the independent variables. The assumption of homoscedasticity in ordinary least squares (OLS) regression is violated, leading to biassed and inefficient coefficient estimates.
Conditional heteroscedasticity in regression models is analysed through GARCH and TARCH models. Conditional heteroscedasticity leads to a reduction in the precision of estimations and results in inaccurate standard errors. The GARCH/TARCH models provide more precise estimates of regression coefficients. GARCH and TARCH are econometric models used for analysing time series data, particularly in the context of financial volatility. GARCH, which stands for Generalised Autoregressive Conditional Heteroskedasticity, models the changing variance over time. TARCH, or Threshold Autoregressive Conditional Heteroskedasticity, extends GARCH by incorporating threshold effects, allowing for asymmetries in volatility responses to positive and negative shocks. Both models are essential for understanding and forecasting financial market behaviours. The GARCH/TARCH estimations presented in
Table 11 offer significant insights regarding the existence and degree of conditional heteroscedasticity in the regression model. The t-statistics for the coefficients of the current ratio, quick ratio, cash ratio, debt ratio, and debt-to-equity ratio are statistically significant, demonstrating a notable relationship between these ratios and the conditional variance of the residuals.
The positive coefficients for the current ratio, quick ratio, and cash ratio indicate that increases in these liquidity ratios correlate with heightened volatility of the residuals. Higher levels of liquidity, although typically advantageous for financial performance, may also lead to increased variability in financial outcomes. The negative coefficient of the debt ratio suggests that an increase in the debt ratio is associated with a decrease in residual volatility. This may seem contradictory; however, it can be elucidated by the notion that individuals with elevated debt levels may engage in more cautious financial decision-making and exhibit reduced risk-taking behaviour. An increase in the leverage ratio is associated with heightened residual volatility, as indicated by the positive coefficient of the debt-to-equity ratio. The hypothesis suggests that increased debt may amplify financial fluctuations and elevate the risk of financial distress. The constant term (-1.8665) in the GARCH/TARCH estimates indicates the baseline volatility of the residuals, even in the absence of shocks. The financial performance of airline businesses is inherently volatile, even when liquidity and debt management ratios remain constant. Debt ratios decrease volatility, while liquidity ratios (current, quick, and cash) increase it. An elevated debt-to-equity ratio correlates with heightened volatility and financial risk. Baseline volatility remains evident despite the lack of changes in debt or liquidity.
The PARCH estimates in
Table 12 indicate the presence of both permanent asymmetric effects and conditional heteroscedasticity in the residuals. Positive shocks to the current ratio, cash ratio, and debt-to-equity ratio lead to more substantial increases in the variance of the residuals compared to negative shocks of equivalent magnitude, as indicated by the positive and statistically significant coefficients for each variable. The negative and statistically significant coefficient of the quick ratio suggests that negative shocks of equivalent magnitude lead to larger increases in the variance of the residuals compared to positive shocks. Asymmetric impacts indicate a non-symmetrical relationship among debt, liquidity, and financial performance, where positive shocks exert a more significant effect on volatility compared to negative shocks.
The primary objective of the GARCH/TARCH estimates was to address conditional heteroscedasticity. The study elucidates the relationship among debt, liquidity, and the conditional variance of residuals. The research was extended to include permanent asymmetry effects through PARCH estimates, which demonstrated the varying influences of positive and negative shocks on volatility. The PARCH estimates provide a comprehensive understanding of the dynamics of residuals, accounting for both permanent asymmetric effects and conditional heteroscedasticity. The additional layer of investigation enhances the results and implications derived from the regression model. The relationship among liquidity, debt, and the conditional variance of residuals was demonstrated through GARCH/TARCH estimates, which primarily addressed the issue of conditional heteroscedasticity.
The study was augmented by the PARCH estimates to incorporate permanent asymmetry effects, demonstrating that positive and negative shocks exert distinct influences on volatility. The PARCH estimations provide a comprehensive understanding of residual dynamics by incorporating both conditional heteroscedasticity and permanent asymmetric effects. This additional layer of analysis strengthens the findings and implications derived from the regression model. Analysing the Disparities in Airline Financial Result Volatility. The PARCH estimations in
Table 12 investigate the dual nature of heteroscedasticity, revealing both permanent asymmetric effects and conditional heteroscedasticity.
Positive shocks to the cash, debt-to-equity, and current ratios amplify volatility more than negative shocks do. Airline companies must manage positive liquidity and debt shocks with caution, as these factors exert a more significant impact on volatility compared to negative shocks to the quick ratio. Alternative estimation methods are necessary to address permanent asymmetry effects and conditional heteroscedasticity.
Airline risk management must account for the unique impacts of both positive and negative shocks. The dynamics of airline financial performance can be better understood through the application of PARCH estimates.