Geoffrey J Bannister
Biographic Data
| ID | 10842659 |
|---|---|
| NAME | Geoffrey J Bannister |
| GIVEN NAMES | Geoffrey J |
| FAMILY NAME | Bannister |
| SIGNATURE | BANNISTER G J |
| AFFILIATIONS | Boston University |
| VERIFIED | No |
| TOTAL WORKS | 3 |
| TOTAL CITATIONS | 4 |
| WORKS AS AUTHOR | 3 |
| WORKS AS EDITOR | 0 |
| FIRST PUBLICATION YEAR | 1975 |
| LATEST PUBLICATION YEAR | 1976 |
| H-INDEX | 1 |
Space-Time Components of Urban Population Change
Construction of subregional urban models requires knowledge of the relationships between activity levels and the spatial structure of urban systems. Covariance procedures are used to identify associations between population change and urban hierarchies, fields, and core-periphery structures in southern Ontario. Over three time periods, from 1941 to 1971, the hierarchical variable shows little explanatory power, although this does not preclude the…
Towards a Model of Impulse Transmissions for an Urban System
Signal flowgraphs are used for developing short-run impulse-transmission models for urban systems characterized by mutual causation, feedback, and lag structures. The method is flexible in the definition of transmission functions, and a number of techniques, such as transfer functions, differential equations, difference equations and their z-transforms, and linear operators based on two-sector multiplier models, are discussed. The matrix equivale…
Population Change in Southern Ontario∗
Autocovariance procedures provide useful insights into the spatial patterns of population change in the cities, towns, and villages of southern Ontario. Covariance patterns reflect distance decay and urban hierarchy effects, and reveal spatial constraints on population change that complement the better known temporal constraints. A close relationship between scale-variance shifts and aggregate system growth shows that spatial patterns of covarian…
Population Change in Southern Ontario∗
Autocovariance procedures provide useful insights into the spatial patterns of population change in the cities, towns, and villages of southern Ontario. Covariance patterns reflect distance decay and urban hierarchy effects, and reveal spatial constraints on population change that complement the better known temporal constraints. A close relationship between scale-variance shifts and aggregate system growth shows that spatial patterns of covarian…
Space-Time Components of Urban Population Change
Construction of subregional urban models requires knowledge of the relationships between activity levels and the spatial structure of urban systems. Covariance procedures are used to identify associations between population change and urban hierarchies, fields, and core-periphery structures in southern Ontario. Over three time periods, from 1941 to 1971, the hierarchical variable shows little explanatory power, although this does not preclude the…
Population Change in Southern Ontario∗
Autocovariance procedures provide useful insights into the spatial patterns of population change in the cities, towns, and villages of southern Ontario. Covariance patterns reflect distance decay and urban hierarchy effects, and reveal spatial constraints on population change that complement the better known temporal constraints. A close relationship between scale-variance shifts and aggregate system growth shows that spatial patterns of covarian…
Space-Time Components of Urban Population Change
Construction of subregional urban models requires knowledge of the relationships between activity levels and the spatial structure of urban systems. Covariance procedures are used to identify associations between population change and urban hierarchies, fields, and core-periphery structures in southern Ontario. Over three time periods, from 1941 to 1971, the hierarchical variable shows little explanatory power, although this does not preclude the…
Towards a Model of Impulse Transmissions for an Urban System
Signal flowgraphs are used for developing short-run impulse-transmission models for urban systems characterized by mutual causation, feedback, and lag structures. The method is flexible in the definition of transmission functions, and a number of techniques, such as transfer functions, differential equations, difference equations and their z-transforms, and linear operators based on two-sector multiplier models, are discussed. The matrix equivale…
Mathematics (3 works) · Computer Science (2 works) · Demography (2 works) · Economic geography (2 works) · Geography (2 works) · Land Use and Ecosystem Services (2 works) · Physics (2 works) · Population (2 works) · Spatial and Panel Data Analysis (2 works) · Aggregate (composite) (1 work)