Journal of Business Management and Economic Development E-ISSN 2986-9072 P-ISSN 3031-9269 Volume 4 Issue 01. January 2026. Pp. DOI: https://doi. org/10. 59653/jbmed. Copyright by Author Business Research Methods and Methodology in Practice: Understanding the Advanced SmartPls Path Models in Structural Equation Modeling Abdul-Kahar Adam University of Education Winneba. Ghana Corresponding Email: akadam@uew. Received: 01-01-2026 Reviewed: 03-02-2026 Accepted: 05-03-2026 Abstract The purpose of this paper is to advocate the use of SmartPLS in scientific research by adopting business methodologies and variables, namely discipline, good governance, and probity. The aim is to present the findings and data analysis using SmartPLS 4. 4 components. The study population comprised 187 students in the Level 300 HRM class, and a sample size of 126 was determined using Krejcie and Morgan's . The results were based on factor loadings, discriminant validity, composite reliability, and collinearity statistics. The findings indicate that the outer loadings with appropriate p-values indicate that the majority of the factors are significantly loaded. But it is not a surprise that 1a. <- Good Governance, 1c. Control of Corruption Fairness <-> Control of Corruption Fairness <-> Discipline Follow Responsibilities <-> Control of Corruption Follow Responsibilities <-> Discipline Follow Responsibilities <-> Fairness Good Governance <-> Control of Corruption Good Governance <-> Discipline Good Governance <-> Fairness Good Governance <-> Follow Responsibilities Probity <-> Control of Corruption Probity <-> Discipline Probity <-> Fairness Probity <-> Follow Responsibilities Probity <-> Good Governance Heterotrait-monotrait ratio (HTMT) Tables 11 and 12 above indicate that Heterotrait-Monotrait Ratio (HTMT), which Henseler et al. developed, simulates and demonstrates the lack of discriminant validity in the Fornell-Larcker criterion and cross-loading shortcomings by using the HTMT ratio. This HTMT ratio is the geometric mean of the heterotrait-heteromethod correlations of indicators across constructs measuring different phenomena, divided by the average of the monotraitheteromethod correlations of indicators within the same construct. With a well-fitted model, heterotrait correlations are expected to be smaller than monotrait correlations because the HTMT ratio must be below 1. 0 in the model table. Henseler et al. established that if the HTMT ratio is less than 0. 90, there is discriminant validity between the pair of reflective this cutoff point has also been used by Gold et al. and Teo et al. But Clark and Watson . and Kline . established a very stringent cutoff of 0. Therefore, the tables above show that apart from Follow Responsibility and Discipline, which 050, which fails the discriminant validity, all the rest of the variable constructs proved and qualified with the discriminant validity. Collinearity statistics (VIF) Table 13: Outer model - List VIF Journal of Business Management and Economic Development Table 14: Inner model - Matrix Control of Corruption Discipl Control of Corruption Discipline Fairness Fairn Follow Responsibilities Good Governance Probi Business Research Methods and Methodology in Practice: Understanding the Advanced SmartPls Path Models in Structural Equation Modeling Follow Responsibilities Good Governance Probity Table 15: Inner model - List Control of Corruption -> Good Governance Discipline -> Good Governance Discipline -> Probity Fairness -> Discipline Follow Responsibilities -> Discipline Probity -> Good Governance VIF Tables 13, 14, and 15 above present Collinearity Statistics, also known as Variance Inflation Factors (VIF. , for inner values. Hair et al. argued that researchers should evaluate the data and results for issues related to influential outliers. Collinearity occurs when two indicators are highly correlated. when more than two indicators are involved, it is called Multicollinearity. Variance Inflation Factor (VIF) is a related measure of Collinearity, defined as the reciprocal of the tolerance. The term VIF is derived from the square root of the VIF . OoVIF) as the degree to which the standard error has been increased due to the occurrence of Collinearity. Multicollinearity in OLS regression occurs when two or more independent variables are highly intercorrelated. It inflates standard errors and makes significance tests of the independent variables unreliable by preventing researchers from seeing the relative importance of one independent variable compared to another. Now the rule is that problematic Multicollinearity may occur when the VIF is greater than 4. 0, though some use a cut-off of 5. Another rule for the VIF is when the tolerance is smaller than 0. 25, and some use a cut-off of In reflective models such as this, the variables are modelled as single predictors of the indicator variables, which are the dependent variables. Hence, in the reflective model measurement. Multicollinearity is not a problem, though in SmartPLS the outcome will show the VIF statistic for the outer measurement model, whether the measurement model is formative or reflective (Garson, 2. But in either formative or reflective model, there is always the likelihood that multicollinearity occurs at the structural level, that is, the variables modelled cause the endogenous variable to be Multicollinear. Structural multicollinearity is an issue and problem in either formative or reflective models for the same reason as it is in the Ordinary Least Squares (OLS) regression models. Therefore, the above tables show that there is VIF which has passed the collinearity statistics test. Journal of Business Management and Economic Development Model fit Table 16: Fit summary SRMR d_ULS NFI Saturated model Estimated model The table above shows that d_ULS and d_G have p-values greater than 0. 05, indicating a good fit. But with SRMR and NFI the model could not meet the condition that SRMR is less 08 and NFI is greater than 0. Conclusion The outer loadings of the factors, along with their corresponding p-values, indicate that most factors are significantly loaded. But it is not a surprise that 1a. <- Good Governance, 1c. <- Good Governance, and 2a. <- Control of Corruption is not significantly loaded because it means that there are certain effects that affect Good Governance and control of corruption. This means that the agreement that the measurement obtained was very low to support these The outer weights also prove that 1a. <- Good Governance, 1c. <- Good Governance, and 2a. <- Control of Corruption is not significantly weighted, while the other factors have significant weights. It is also obvious that Good Governance constructs failed their reliability and validity test, meaning that the measurements are not in good agreement or do not support the variable constructs. Responsibility and Discipline failed the discriminant validity test, indicating that the Follow Responsibility factor and the Discipline variable were not in agreement with the measurement, implying that certain factors affect this variable-factor relationship. The collinearity statistics show that the VIF has passed the collinearity test. The model fit statistics satisfy some components but not all. The d_ULS and d_G satisfied the Model Fit, while SRMR and NFI did not. Research Implication The major implication of this research is knowledge-based, as it uses SmartPLS in scientific research. It will pre-inform researchers on how to approach the findings and analysis of SmartPLS results. It also adds value to the narration of the variable factors and their theoretical measurement conclusions, in terms of p-values indicating significance for various theories, by the establishment. Business Research Methods and Methodology in Practice: Understanding the Advanced SmartPls Path Models in Structural Equation Modeling References