Abstract
After the beginning of the 20th century the rate of growth of the economy increased considerably. This growth had a tremendous impact on the spatial organisation of the urban system. The population was becoming increasingly concentrated in the three largest urban centres till 1910. However, after this period one can observe a redistribution of the population over the city system, as a consequence of a changing spatial organizational structure. This functional reorganisation did influence different parts of the city system in different ways. It led to a reinforcement of some parts of the system and to changing spatial relationships, which are illustrated by the development of the physical infrastructure over the whole study period.
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References
Madden, C.H., On some indications of stability in the growth of cities in the United States, Economic Development and Cultural Change, 1956, p. 242.
The numbers in fig.4.2 are in accord with fig.4.1 and will be used in this way in the rest of this chapter.
Smith, R.H.T., Method and purpose in functional town classification, Annals of the Association of American Geographers, 1965, Vol. 55, pp. 539–548.
Smith, R.H.T.,op. cit. 3, p.541.
Steigenga, W., A comparative analysis and a classification of Netherlands towns, Tijdschrift voor Economische en Sociale Geografie, 1955, Vol. 46, pp. 105–119.
Typologie van de Nederlandse gemeenten naar urbanisatie graad in 1960, C.B.S., 1s-Gravenhage, 1964.
Moser, C.A. and W. Scott,British towns: A statistical study of their social and economic differences, Oliver and Boyd, London, 1961.
Hadden, J.K. and E.F. Borgatta, American Cities: Their social characteristics, Chicago, 1965.
Berry, B.J.L. and K.B. Smith (eds.), City Classification handbook: Methods and applications, J.Wiley, New York, 1972.
Berry, B.J.L. (ed.), Comparative factorial ecology, in Economic Geography, 1971, Vol.47, No.2 (supplement), pp.207–367. See also for an extensive bibliography, pp.356–367.
Timms, D., The urban mosaic, towards a theory of residential differentiation, Cambridge University Press, 1971.
Bunge, W., Theoretical Geography, Lund Series in Geography, Ser.C., No.1, 2nd edition, Gleerup, Lund, 1966, p. 18.
See for a concise discussion of social area analysis, Rees, P.H., Concepts of social space: towards an urban social geography, chapter 10, in Geographic Perspectives on urban systems, B.J.L. Berry and F.E. Horton, eds., Prentice Hall, Englewood Cliffs, New Jersey, 1970, pp. 306–394.
Lawley, D.N. and A.E. Maxwell, Factor analysis as a statistical method, Butter- worths, London, 1963, p. 3.
This method will be also employed in a revision of the classification of the Dutch municipalities to their degree of urbanization (see, op. cit. 6). Herziening typologie van Nederlandse gemeenten, Census monografie, SISWO, Amsterdam, 1976.
Horst, P., Factor analysis of data matrices, Holt, Rinehart and Winston, Inc., New York, 1965, see pp.315–332.
See for a brief review of the various applications of these methods in geography, Chojnicki, Z., and T. Czyz, Some problems in the application of factor analysis in geography, Geographical Analysis, 1976, Vol. 8, pp. 416–428.
Tucker, L.R., Implications of factor analysis of three-way matrices for measurement of change, in Problems in measuring change, C.W. Harris, ed., Madison, Wisconsin, 1963, pp. 122–137.
Cant, R.G., Changes in the location of manufacturing in New Zealand, 1957-1968: an application of three mode factor analysis,New Zealand Geographer, 1971, pp. 38–55.
Cant, R.G., op. cit. 19, p.52.
Jeffrey, D., E. Cassetti and L.J. King, Economic fluctuations in a multi-regional setting: a bi-factor analytic approach, Journal of Regional Science, 1969, pp. 397–404.
Janson, C.G., Some problems of ecological factor analysis, in Quantitative Ecological Analysis in the Social Sciences, M. Dogan and S.Rokkan, eds., M.I.T. Press, Cambridge, Massachusetts, 1969, pp. 301–343.
Lawley, D.N. and A.E. Maxwell, op. cit. 14, pp. 92 – 97.
Haynes, K.E., Spatial change in urban structure: alternative approaches to ecological dynamics, Economic Geography, 1971, Vol.47, pp.324–335, see especially in this context pp.326–327.
Jaumotte, Ch. and J.H.P. Paelinck, The differential economic structure of the Belgian provinces: a time varying factor analysis, Regional and Urban Economics, 1971, Vol. 1, pp. 41–75.
King, L.J., Cross-sectional analysis of Canadian urban dimensions: 1951 and 1961, Canadian Geographer, 1966, Vol.4, pp.205–224, see p.207 and p.208 for these four questions.
Megee, M., Economic factors and economic regionalization in the United States, Geografiska Annaler, 1965, Vol.47, pp.125–137, see p.136 and p. 137.
Megee, M., op. cit. 17, see p.128.
See Horst, P., op.cit. 16, pp.19–20.
Van Rompuy, P. and A. Tejano, Intertemporal factor analysis applied to Belgian standards of living indicators, Regional Science Research Paper No.5, Centrum voor Economische Studies van de Katholieke Universiteit te Leuven, Leuven, 1975, see pp.6–7.
Janson, C.G., A preliminary report on Swedish urban structure, Economic Geography, 1971, Vol. 47, pp. 249–257.
In the rest of this discussion the terminology of factor analysis will be used, although the differences between factor analysis and principal component analysis are realized.
These compositional changes probably influenced the change in signs of the loading of the second factor for 1960, but do not fundamentally change the relationships between the variables and this dimension. For this reason are the 1960 loadings portrayed with an inverse sign in fig.4.4.
Ward, J.H., Hierarchical grouping to optimize an objective function, Journal of the American Statistical Association, 1963, Vol. 58, pp. 236–244.
The nature of this problem is the same as in statistical test procedures where one wishes to maximize at the same time both the level of confidence and the power of the test. In such cases there is a generally accepted level of confidence which is established in practice.
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van der Knaap, G.A. (1980). A Cross-Temporal Analysis of the Urban System. In: Population Growth and Urban Systems Development. Studies in Applied Regional Science, vol 18. Springer, Dordrecht. https://doi.org/10.1007/978-94-009-8742-5_4
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