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Research Article

On stochastic aspects of impact modeling of the innovation incentive system and business internationalization: evidence from Portuguese SMEs

ORCID Icon, , ORCID Icon & ORCID Icon
Pages 20-44 | Received 29 Jul 2022, Accepted 22 Dec 2022, Published online: 17 Jan 2023

Figures & data

Figure 1. Model considered after the application of the CTA-PLS algorithm.

Figure 1. Model considered after the application of the CTA-PLS algorithm.

Table 1. Distribution of participating companies by sector of activity.

Table 2. Results obtained with the application of the CTA-PLS algorithm.

Figure 2. Estimated model obtained with PLSc (outer loadings, path coefficients and coefficients of determination).

Figure 2. Estimated model obtained with PLSc (outer loadings, path coefficients and coefficients of determination).

Table 3. Outer loadings: mean, StDev, t-values and p-values.

Table 4. Internal consistence reliability: ρA, bias, 95% bootstrap BCa CI and p-values.

Table 5. Convergent validity: Average Variance Extracted (AVE), Bias, 95% bootstrap BCa CI and p-values.

Table 6. Discriminant validity: Heterotrait-Monotrait ratio (HTMT), bias, 95% bootstrap BCa CI.

Table 7. Collinearity analysis in outer model: Variance Inflation Factor (VIF).

Table 8. Outer weights: mean, StDev, t-values and p-values.

Table 9. Fit summary of the saturated and estimated models.

Table 10. Collinearity analysis in inner model: Variance Inflation Factor (VIF).

Table 11. Variance explained: Coefficient of determination (R2), Bias, 95% bootstrap BCa CI and p-values.

Table 12. Predictive relevance Q2.

Table 13. Predictive performance of the PLS model vs. benchmark LM, considering the full dataset.

Table 14. Path coefficients with the 95% bootstrap BCa CI and p-values.

Table 15. Predictive relevance Q2.

Figure 3. The minimum A value for which each of the Indicators violates conditions (2) in left panel and condition (3) in right panel. Unbounded intervals beginning in each of these minimum values for A at given lag h (x-axis) which violate positive definiteness of each Indicator (y-axis) autocovariance.

Figure 3. The minimum A value for which each of the Indicators violates conditions (2) in left panel and condition (3) in right panel. Unbounded intervals beginning in each of these minimum values for A at given lag h (x-axis) which violate positive definiteness of each Indicator (y-axis) autocovariance.