Smart CitationsSee how this article has been cited at scite.ai
scite shows how a scientific paper has been cited by providing the context of the citation, a classification describing whether it supports, mentions, or contrasts the cited claim, and a label indicating in which section the citation was made.
- Record: found
- Abstract: found
- Article: found
KOREAN INDUSTRIAL POLICY
Content
Author and article information
NOTES AND REFERENCES
Park W. H. and Enos J. L.. 1986. . The Adoption and Diffusion of Imported Technology: the Case of Korea . , Beckenham , Kent : : Croom Helm. .
See, e.g., L. E. Westphal, ‘Manufacturing’ in P. Hasan and D.C. Rao, (eds), Korea: Policy Issues for Long-Term Development, Johns Hopkins for the World Bank, Baltimore, 1979, pp. 233–80; and subsequent World Bank papers by Amsden, Dahlen, Kim and Westphal.
See L.P. Jones and I. SaKong, Government, Business and Entrepreneurship in Economic Development: The Korean Case, Council on East Asian Studies in the Modernization of the Republic of Korea: 1945-1975, Harvard University, Cambridge, Mass., 1980.
Introduced in R. Wade and G. White (eds), ‘Developmental states in East Asia: capitalist and socialist’, Bulletin of the Institute of Development Studies, University of Sussex, April 1984; see also L.L. Wade and B.S. Kim, Economic Development of South Korea: The Political Economy of Success, Praeger, New York, 1978.
If the standard mode of behaviour can be expressed in mathematical form (as a specific function), it may be possible to determine what objective or objectives (again expressed in mathematical form, as a functional) the standard mode of behaviour will optimise. The mathematics employed is optimal control theory (see, e.g., A.E. Bryson and Y.-C. Ho, Applied Optimal Control, John Wiley, New York, 1975.), but the method of employing it is the reverse of what is common. Commonly, one formulates mathematically the objective as an integral equation and then determines the specific function which will maximise (or minimise) the functional; in the inferential approach one takes the specific function (representing the standard mode of behaviour) and determines what integral equation(s) it maximises (or minimises). Mathematically this is the more difficult operation, but conceptually it is merely the obverse of the customary approach.
Park and Enos, op. cit.
Adelman I. and Morris C. T.. 1968. . ‘Performance criteria for evaluating economic development’. . Quarterly Journal of Economics . , Vol. 82((2)): 260––80. .
Enos J. L.. 1984. . “‘A game-theoretic approach to choice of technology in developing countries’. ”. In Technology, Institutions and Government Policies . , Edited by: James J. and Watanabe S.. p. 47––79. . London : : Macmillan. .