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Erschienen in:
Problems and Challenges for NGEs in the New Stage Kapitel lesen Erstes Kapitel lesen

2017 | OriginalPaper | Buchkapitel

11. High-Tech Industries: New Space and Opportunities for NGEs’ Growth and Development in the New Stage

verfasst von : Qiang Gu, Ruiqing Dong

Erschienen in: New Interpretations on the Development of China’s Non-Governmental Enterprises

Verlag: Springer Singapore

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Abstract

In recent years, supported and guided by a series of scientific and technological programs, as well as by the reform of the country’s scientific and technological system and related policies, China’s high-tech industries have made rapid progress. Many enterprises, however, are still weak in independent innovation and the industrialization of scientific and technical achievements. Meanwhile, China’s NGEs are on the rise and gaining in strength, and have become an important force for leading the innovation and development of China’s high-tech industries.

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Vorheriges Kapitel Community Banks and SME Financing: The Financing Environment of NGEs’ Growth and Development
Nächstes Kapitel Transnational Operations: New Models and Paths for NGEs’ Development in the New Stage
Fußnoten
1
Economics Division of ACFIC. (2011). Report on the Study of Top 500 Chinese NGEs, p. 44.
 
2
Gu Shengzu. (2000). Reflections on the Strategic Significance and Measures of Developing Technological NGEs. Wuhan Economic Research, (1), 1–9.
 
3
Department of Development Planning, Ministry of Science and Technology., & Enterprise Department, Ministry of Finance. Annual Reviews of Innovation Fund for Small Technology-Based Firms 1999–2008. Available at http://www.​innofund.​gov.​cn/​innofile.
 
4
Li Weidong & Li Wei. (2008). NGEs’ Strategies for Investment in Hi-Tech Industries. Advanced Materials Industry, (8), 75–76.
 
5
China Small- & Medium-Sized Enterprise Research Institute. Problems in NGEs’ Participation in the Development of High-Tech Industries in China, at http://www.​sme2000.​com.​cn/​index.​asp.
 
6
The derivation of the elastic coefficients: Suppose the general form of the Cobb-Douglas production function is Y = AL α K β . We take the total differentials on both sides of the equation, and find \( \frac{dY}{dL}=\alpha {AL}^{\alpha -1}{K}^{\beta}=\frac{\alpha {AL}^{\alpha}{K}^{\beta}}{L}=\alpha \frac{Y}{L} \), so \( \frac{dY/ Y}{dL/ L}=\alpha \). Similarly, we can find \( \frac{dY/ Y}{dK/ K}=\beta \).
 
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Metadaten
Titel
High-Tech Industries: New Space and Opportunities for NGEs’ Growth and Development in the New Stage
verfasst von
Qiang Gu
Ruiqing Dong
Copyright-Jahr
2017
Verlag
Springer Singapore
Buch
New Interpretations on the Development of China’s Non-Governmental Enterprises

Print ISBN: 978-981-10-3870-9

Electronic ISBN: 978-981-10-3872-3

Copyright-Jahr: 2017

DOI
https://doi.org/10.1007/978-981-10-3872-3_11

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