区间(图论)
投资(军事)
中国
经济
计量经济学
面板数据
上下界
数学
组合数学
政治学
政治
数学分析
法学
作者
Lixiong Yang,Liangyan Yao,Jianzu Wu
标识
DOI:10.1080/00036846.2024.2322576
摘要
This study sheds light on the existence of a time-varying and state-dependent optimal interval of research and development (R&D) investment in which firms can maximize the positive effect of R&D on their performance. We develop a panel kink threshold regression model with multiple covariate-dependent thresholds to capture a time-varying optimal interval of R&D investment. Based on the data of A-share listed firms in Shanghai and Shenzhen in China from 2012 to 2020, we provide empirical evidence supporting a state-dependent optimal interval of R&D investment, above or below which R&D is significantly negatively associated with performance. Specifically, the lower bound of the optimal interval (R&D barrier point) is counter-cyclical, while the upper bound of the interval (R&D saturation point) is pro-cyclical. Our study provides a new approach to understand the time-varying and state-dependent threshold effect in the R&D investment, hence contributing to the research and practice of determining the optimal R&D investment.
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