Equilibrium models of spatial interaction with locational- capacity constraints
Two types of equilibrium models of urban spatial structures are considered. An equilibrium version of the production-constrained spatial interaction model involving zonal-capacity constraints on allocation is investigated. A model of equilibrium for interacting subsystems is defined (it is a generalisation of Nash equilibria and of some Lowry-type models) and connections between this model and Nash equilibria are investigated. An entropy-projection operator is used for equilibrium urban models with zonal-capacity constraints. Problems of uniqueness of an equilibrium and the convergence of the iterative computational process are studied for these models.
Year of publication: |
1992
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Authors: | Kantorovich, Ye G |
Published in: |
Environment and Planning A. - Pion Ltd, London, ISSN 1472-3409. - Vol. 24.1992, 8, p. 1077-1095
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Publisher: |
Pion Ltd, London |
Saved in:
freely available
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