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M F Goodchild

Biographic Data

ID3711072
NAMEM F Goodchild
GIVEN NAMESM F
FAMILY NAMEGoodchild
SIGNATUREGOODCHILD M F
AFFILIATIONSDepartment of Geography, University of Western Ontario, London, Canada N6A 5C2
VERIFIEDNo
TOTAL WORKS3
TOTAL CITATIONS8
AUTHOR COUNT3
EDITOR COUNT0
FIRST PUBLICATION YEAR1969
LATEST PUBLICATION YEAR1980
H-INDEX2
  • Intransitivity, the Spatial Interaction Model, and US Migration Streams

    Open Access•M F Goodchild, Terence R Smith•ARTICLE•Environment and Planning A…•1980•Cited by: 3•References: 9

    The flows predicted by a large class of spatial interaction models are transitive, yet US migration tables have been shown to contain large numbers of intransitivities. This paper investigates a number of possible conditions under which flows regulated by the spatial interaction model might be observed to be intransitive. A singly constrained gravity model is calibrated for a number of flow tables, and distorted by sampling error, by aggregation …

  • Models of Hierarchically Dominated Spatial Interactiona

    Open Access•M F Goodchild, Mi Yee Carmen Kwan•ARTICLE•Environment and Planning A…•1978•Cited by: 2•References: 11

    Strongly asymmetrical spatial flows are analyzed by using as example the flows of news between major Canadian cities. Conceptually such flows can be modelled by combining a vertical dimension of dominance with two spatial dimensions. The conceptual model is interpreted mathematically by appropriate use of the attraction and emissivity terms in the spatial interaction model. A family of models is identified and calibrated using the Canadian data, …

  • Some Least-Cost Models of Spatial Administrative Systems in Southern Ontario

    M F Goodchild, Bryan H Massam•ARTICLE•Geografiska Annaler Series B…•1969•Cited by: 3•References: 3

    The paper reformulates the classical Transportation problem to define administrative areas in Southern Ontario. With given centres and stated constraints on the population to be served by each centre, boundaries have been delimited. The authors then develop an iterative method for relocating the centres which reduces the overall cost of the regionalisation system. Three indices for each system have been devised. The regionalisation scheme of the …

  • Intransitivity, the Spatial Interaction Model, and US Migration Streams

    Open Access•M F Goodchild, Terence R Smith•ARTICLE•Environment and Planning A…•1980•Cited by: 3•References: 9

    The flows predicted by a large class of spatial interaction models are transitive, yet US migration tables have been shown to contain large numbers of intransitivities. This paper investigates a number of possible conditions under which flows regulated by the spatial interaction model might be observed to be intransitive. A singly constrained gravity model is calibrated for a number of flow tables, and distorted by sampling error, by aggregation …

  • Some Least-Cost Models of Spatial Administrative Systems in Southern Ontario

    M F Goodchild, Bryan H Massam•ARTICLE•Geografiska Annaler Series B…•1969•Cited by: 3•References: 3

    The paper reformulates the classical Transportation problem to define administrative areas in Southern Ontario. With given centres and stated constraints on the population to be served by each centre, boundaries have been delimited. The authors then develop an iterative method for relocating the centres which reduces the overall cost of the regionalisation system. Three indices for each system have been devised. The regionalisation scheme of the …

  • Models of Hierarchically Dominated Spatial Interactiona

    Open Access•M F Goodchild, Mi Yee Carmen Kwan•ARTICLE•Environment and Planning A…•1978•Cited by: 2•References: 11

    Strongly asymmetrical spatial flows are analyzed by using as example the flows of news between major Canadian cities. Conceptually such flows can be modelled by combining a vertical dimension of dominance with two spatial dimensions. The conceptual model is interpreted mathematically by appropriate use of the attraction and emissivity terms in the spatial interaction model. A family of models is identified and calibrated using the Canadian data, …

  • Some Least-Cost Models of Spatial Administrative Systems in Southern Ontario

    M F Goodchild, Bryan H Massam•ARTICLE•Geografiska Annaler Series B…•1969•Cited by: 3•References: 3

    The paper reformulates the classical Transportation problem to define administrative areas in Southern Ontario. With given centres and stated constraints on the population to be served by each centre, boundaries have been delimited. The authors then develop an iterative method for relocating the centres which reduces the overall cost of the regionalisation system. Three indices for each system have been devised. The regionalisation scheme of the …

  • Models of Hierarchically Dominated Spatial Interactiona

    Open Access•M F Goodchild, Mi Yee Carmen Kwan•ARTICLE•Environment and Planning A…•1978•Cited by: 2•References: 11

    Strongly asymmetrical spatial flows are analyzed by using as example the flows of news between major Canadian cities. Conceptually such flows can be modelled by combining a vertical dimension of dominance with two spatial dimensions. The conceptual model is interpreted mathematically by appropriate use of the attraction and emissivity terms in the spatial interaction model. A family of models is identified and calibrated using the Canadian data, …

  • Intransitivity, the Spatial Interaction Model, and US Migration Streams

    Open Access•M F Goodchild, Terence R Smith•ARTICLE•Environment and Planning A…•1980•Cited by: 3•References: 9

    The flows predicted by a large class of spatial interaction models are transitive, yet US migration tables have been shown to contain large numbers of intransitivities. This paper investigates a number of possible conditions under which flows regulated by the spatial interaction model might be observed to be intransitive. A singly constrained gravity model is calibrated for a number of flow tables, and distorted by sampling error, by aggregation …

Computer Science (3 works) · Geography (3 works) · Economic geography (2 works) · Mathematics (2 works) · Artificial Intelligence (1 works) · Business (1 works) · Cartography (1 works) · Commission (1 works) · Computer network (1 works) · Data Management and Algorithms (1 works)

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