Harold M Elliott
Datos Biográficos
| ID | 1474681 |
|---|---|
| NOMBRE | Harold M Elliott |
| NOMBRES | Harold M |
| APELLIDO | Elliott |
| FIRMA | ELLIOTT H M |
| AFILIACIONES | a Weber State College |
| VERIFICADO | No |
| TOTAL DE OBRAS | 2 |
| TOTAL DE CITAS | 1 |
| OBRAS COMO AUTOR | 2 |
| OBRAS COMO EDITOR | 0 |
| PRIMER AÑO DE PUBLICACIÓN | 1983 |
| AÑO MÁS RECIENTE DE PUBLICACIÓN | 1984 |
| ÍNDICE H | 1 |
Cardinal Places and the Urban Gradient
Surrounding any given subject place are a number of outside object places for which there are no intervening larger centers. Such object places are called cardinal places. A subject place's nearest larger cardinal place is called its cardinal neighbor. A system that connects all urban places with each of their cardinal neighbors is called an urban gradient. The United States urban gradient appears in a series of maps that record how this system o…
Surrounding Larger Neighbors and the Atlantic Coast Cardinal Neighbor Gradient
Cardinal place theory concerns the identification and analysis of a family of closely related geometric patterns that cities and other population centers form when they are linked together into large networks according to certain mathematical rules. One such network is the surrounding larger neighbor system. Another is the cardinal neighbor gradient, where cities are linked with their nearest larger neighboring cities to form systems of larger an…
Surrounding Larger Neighbors and the Atlantic Coast Cardinal Neighbor Gradient
Cardinal place theory concerns the identification and analysis of a family of closely related geometric patterns that cities and other population centers form when they are linked together into large networks according to certain mathematical rules. One such network is the surrounding larger neighbor system. Another is the cardinal neighbor gradient, where cities are linked with their nearest larger neighboring cities to form systems of larger an…
Surrounding Larger Neighbors and the Atlantic Coast Cardinal Neighbor Gradient
Cardinal place theory concerns the identification and analysis of a family of closely related geometric patterns that cities and other population centers form when they are linked together into large networks according to certain mathematical rules. One such network is the surrounding larger neighbor system. Another is the cardinal neighbor gradient, where cities are linked with their nearest larger neighboring cities to form systems of larger an…
Cardinal Places and the Urban Gradient
Surrounding any given subject place are a number of outside object places for which there are no intervening larger centers. Such object places are called cardinal places. A subject place's nearest larger cardinal place is called its cardinal neighbor. A system that connects all urban places with each of their cardinal neighbors is called an urban gradient. The United States urban gradient appears in a series of maps that record how this system o…
Geography (2 obras) · Regional Economics and Spatial Analysis (2 obras) · Archaeology (1 obra) · Artificial Intelligence (1 obra) · Computer Science (1 obra) · Economic geography (1 obra) · Geographic Information Systems Studies (1 obra) · Library science (1 obra) · Metropolitan area (1 obra) · Object (grammar (1 obra)