The role of R&D expenditure and human capital in shaping economic growth: A time series analysis of Hong Kong
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DOIhttp://dx.doi.org/10.21511/ppm.23(3).2025.16
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Article InfoVolume 23 2025, Issue #3, pp. 218-231
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Type of article: Research Article
Abstract
This study investigates the causal relationship between research and development (R&D) financing and economic growth in Hong Kong over the period 1998–2022. It examines both public and private R&D expenditures, along with the number of researchers involved in R&D, to evaluate their influence on GDP per capita. Utilizing advanced time series econometric techniques, including the Toda-Yamamoto causality approach and cointegration analysis, the results reveal a statistically significant unidirectional causality from R&D expenditure to GDP per capita (χ² = 26.443, p < 0.01) and from researchers in R&D to GDP per capita (χ² = 38.164, p < 0.01). Additionally, feedback effects were observed, with GDP per capita also causing R&D expenditure (χ² = 17.471, p < 0.01), and R&D expenditure influencing the number of researchers (χ² = 6.718, p < 0.01). These findings highlight the dynamic interplay between financial inputs and human capital in R&D and underscore the importance of sustained investment and a skilled research workforce in fostering long-term economic growth. The evidence supports the strategic role of R&D policy in enhancing productivity and promoting economic sustainability in knowledge-based economies.
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JEL Classification (Paper profile tab)O15, C32, E22
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References41
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Tables8
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Figures4
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- Figure 1. Trends in economic development: GDP per capita, R&D expenditure, and researcher growth
- Figure 2. Visualizing growth dynamics: Log-transformed trends of LGDPPC, LRDE, and LRRD
- Figure 3. Procedural flowchart for conducting the Toda-Yamamoto Granger causality test
- Figure 4. The inverse roots of the AR characteristic polynomial
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- Table 1. Overview of studies on R&D, human capital, and economic growth
- Table 2. Statistical overview of the variables
- Table 3. Unit root tests
- Table 4. Var lag order selection criteria
- Table 5. VAR residual serial correlation LM tests
- Table 6. VAR residual diagnostic tests
- Table 7. Johansen cointegration test
- Table 8. Toda-Yamamoto Granger causality test
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