Cartographic presentation of heterogeneity/homogeneity in the spatial distribution of population is still a major problem in modern geography, and other geo-sciences as well. The traditional method of thematic or choropleth mapping rarely gives satisfactory results. This paper analyzes the applicability of dasymetric mapping method for the modelling of spatial distribution of population. Although it is a relatively old method, it becomes widely used following the development of computer technology, GIS and satellite imagery, and its applicability is increasing in social, economic and other sciences and disciplines. After showing the basis and development of dasymetric mapping, the authors present possible application of this method in the population distribution modelling of Vojvodina.
Keywords:
dasymetric mapping / population distribution / spatial planning / Vojvodina
Source:
Spatium, 2011, 24, 45-50
Publisher:
Institute of Architecture, Urban & Spatial Planning of Serbia
TY - JOUR
AU - Krunić, Nikola
AU - Bajat, Branislav
AU - Kilibarda, Milan
AU - Tošić, Dragutin
PY - 2011
UR - https://raumplan.iaus.ac.rs/handle/123456789/193
AB - Cartographic presentation of heterogeneity/homogeneity in the spatial distribution of population is still a major problem in modern geography, and other geo-sciences as well. The traditional method of thematic or choropleth mapping rarely gives satisfactory results. This paper analyzes the applicability of dasymetric mapping method for the modelling of spatial distribution of population. Although it is a relatively old method, it becomes widely used following the development of computer technology, GIS and satellite imagery, and its applicability is increasing in social, economic and other sciences and disciplines. After showing the basis and development of dasymetric mapping, the authors present possible application of this method in the population distribution modelling of Vojvodina.
PB - Institute of Architecture, Urban & Spatial Planning of Serbia
T2 - Spatium
T1 - Modelling the spatial distribution of Vojvodina's population by using dasymetric method
IS - 24
SP - 45
EP - 50
DO - 10.2298/SPAT1124045K
UR - Konv_110
ER -
@article{
author = "Krunić, Nikola and Bajat, Branislav and Kilibarda, Milan and Tošić, Dragutin",
year = "2011",
abstract = "Cartographic presentation of heterogeneity/homogeneity in the spatial distribution of population is still a major problem in modern geography, and other geo-sciences as well. The traditional method of thematic or choropleth mapping rarely gives satisfactory results. This paper analyzes the applicability of dasymetric mapping method for the modelling of spatial distribution of population. Although it is a relatively old method, it becomes widely used following the development of computer technology, GIS and satellite imagery, and its applicability is increasing in social, economic and other sciences and disciplines. After showing the basis and development of dasymetric mapping, the authors present possible application of this method in the population distribution modelling of Vojvodina.",
publisher = "Institute of Architecture, Urban & Spatial Planning of Serbia",
journal = "Spatium",
title = "Modelling the spatial distribution of Vojvodina's population by using dasymetric method",
number = "24",
pages = "45-50",
doi = "10.2298/SPAT1124045K",
url = "Konv_110"
}
Krunić, N., Bajat, B., Kilibarda, M.,& Tošić, D.. (2011). Modelling the spatial distribution of Vojvodina's population by using dasymetric method. in Spatium
Institute of Architecture, Urban & Spatial Planning of Serbia.(24), 45-50.
https://doi.org/10.2298/SPAT1124045K
Konv_110
Krunić N, Bajat B, Kilibarda M, Tošić D. Modelling the spatial distribution of Vojvodina's population by using dasymetric method. in Spatium. 2011;(24):45-50.
doi:10.2298/SPAT1124045K
Konv_110 .
Krunić, Nikola, Bajat, Branislav, Kilibarda, Milan, Tošić, Dragutin, "Modelling the spatial distribution of Vojvodina's population by using dasymetric method" in Spatium, no. 24 (2011):45-50,
https://doi.org/10.2298/SPAT1124045K .,
Konv_110 .
