2023
DOI: 10.1007/978-981-19-7796-1_31
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Chinese Investments in the Special Economic Zones in the Gulf Region: New Structural Economics Perspective

Abstract: The Gulf countries have shifted to a new development paradigm, pursuing economic diversification by constructing special economic zones (SEZs). By investing overseas, China has been involved in the development of SEZs in the Gulf region, especially since China proposed the Belt and Road Initiative (BRI). In this chapter, through the analytical framework of New Structural Economics (NSE), I examine three projects of Chinese investments in the SEZs in the Gulf region — China-Oman Industrial Park in Duqm, the pet… Show more

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“…In order to further verify whether the FDI trend variation of demonstration cities and non‐demonstration cities are disturbed by other concurrent policies or random factors after the policy implementation, this paper adopts the methods by Zhou et al (2018), Xu and Wei (2021), and randomly selects 70 cities as the treatment group and 190 cities as the control group from 260 city samples, and repeated 500 times. The calculation of the estimated value of DID coefficient βtruê1 is as shown in Equation (): βtruê1goodbreak=β1goodbreak+λcov(),|italicDIDi,tεi,tzvar()|italicDIDi,tz wherein Z represents the control variable involved, if λ = 0, βtruê1 is the unbiased estimate of β1.…”
Section: Empirical Analysismentioning
confidence: 99%
“…In order to further verify whether the FDI trend variation of demonstration cities and non‐demonstration cities are disturbed by other concurrent policies or random factors after the policy implementation, this paper adopts the methods by Zhou et al (2018), Xu and Wei (2021), and randomly selects 70 cities as the treatment group and 190 cities as the control group from 260 city samples, and repeated 500 times. The calculation of the estimated value of DID coefficient βtruê1 is as shown in Equation (): βtruê1goodbreak=β1goodbreak+λcov(),|italicDIDi,tεi,tzvar()|italicDIDi,tz wherein Z represents the control variable involved, if λ = 0, βtruê1 is the unbiased estimate of β1.…”
Section: Empirical Analysismentioning
confidence: 99%