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11. Determinanten

Author

Beckmann, M. J., Künzi, H. P., Landtwing, R., Beckmann, M. J., Künzi, H. P., and Landtwing, R.

Published
1973
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12. Lineare Räume

Author

Beckmann, M. J., Künzi, H. P., Landtwing, R., Beckmann, M. J., Künzi, H. P., and Landtwing, R.

Published
1973
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15. Reihen

Author

Beckmann, M. J., Künzi, H. P., Landtwing, R., Beckmann, M. J., Künzi, H. P., and Landtwing, R.

Published
1973
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27. Buchbesprechungen

Author

Jaenicke, L., Beckmann, M. J., Fluck, E., Euler, K. J., Haul, R., Nyholm, R. S., Scherer, O., Lehmkuhl, H., König, E., Falbe, J., Schwartzkopff, J., Werner, D., and Köhler, W.

Published
1970
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28. Buchbesprechungen

Author

Streissler, Monika, Schmölders, G., Rahmann, B., Krelle, W., Beckmann, M. J., Woll, A., van Meerhaeghe, M. A. G., Beinsen, L., Graziani, A., Wolff, Heide, Andorfer, D., Nowotny, E., Seidenfus, H. St., Jenkis, H. W., Mackscheidt, K., Lanner, S., Meihsl, P., Karsch, Ch., Brusatti, A., Langer, E., Kneucker, R. F., Gandenberger, O., and Weiler, R.

Published
1970
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29. Buchbesprechungen

Author

Wegner, U., Kern, W., Beckmann, M. J., Morgenstern, D., Heinhold, J., Knödel, W., Amann, H., André, J., and Rossner, R.

Published
1969
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33. Reihen

Author

Beckmann, M. J., primary, Künzi, H. P., additional, and Landtwing, R., additional

Published
1973
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49. On the Economic Structure of Strictly Hierarchical Central Place Systems

Author

Beckmann, M J

Abstract

A strictly hierarchical central place system is characterized as follows: each city has a well defined rank; to a city of given rank there is assigned a fixed number of cities of the next lower rank; to cities of the lowest rank a rural hinterland is assigned. In this way a city of a given rank has associated with it an economic region consisting of all cities of lower rank and all rural areas assigned to it directly or indirectly. Let the set of economic activities in a city of given rank be a proper subset of the city of higher rank. Assume that production is characterized by constant input coefficients and that demand is described by proportional expenditure functions. The income (or value added) generated by each activity in any city of given rank can then be calculated. From this the income of cities, regions, and the population of cities and regions may be derived.

Published
1975
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50. Travel Probability Fields and Urban Spatial Structure: 1. Theory

Author

Beckmann, M J, Golob, T F, and Zahavi, Y

Abstract

The proposed model attempts to explain how particular spatial distributions of trip destinations might arise as manifestations of the accessibility benefits and travel costs associated with a housing location. The trip distributions are elliptical, being expressed as bivariate normal distributions. The parameters of these distributions are shown to be related to the parameters of an assumed density function for activity sites (such as jobs and shops) and to travel speeds. The model implies a housing density function in a monocentric urban area which is negative exponential.

Published
1983
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