| one publication added to basket [295734] | Modelling changing population distributions: an example of the Kenyan Coast, 1979-2009
Linard, C.; Kabaria, C.W.; Gilbert, M.; Tatem, A.J.; Gaughan, A.E.; Stevens, F.R.; Sorichetta, A.; Noor, A.M.; Snow, R.W. (2017). Modelling changing population distributions: an example of the Kenyan Coast, 1979-2009. Int. J. Digit. Earth 10(10): 1017-1029. https://dx.doi.org/10.1080/17538947.2016.1275829
In: International Journal of Digital Earth. Taylor & Francis: London. ISSN 1753-8947; e-ISSN 1753-8955, more
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| Keyword |
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| Author keywords |
Human population; distribution modelling; gridded population datasets;temporal change; Kenya |
| Authors | | Top |
- Linard, C., more
- Kabaria, C.W.
- Gilbert, M., more
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- Tatem, A.J.
- Gaughan, A.E.
- Stevens, F.R.
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- Sorichetta, A.
- Noor, A.M.
- Snow, R.W.
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| Abstract |
Large-scale gridded population datasets are usually produced for the year of input census data using a top-down approach and projected backward and forward in time using national growth rates. Such temporal projections do not include any subnational variation in population distribution trends and ignore changes in geographical covariates such as urban land cover changes. Improved predictions of population distribution changes over time require the use of a limited number of covariates that are time-invariant or temporally explicit. Here we make use of recently released multi-temporal high-resolution global settlement layers, historical census data and latest developments in population distribution modelling methods to reconstruct population distribution changes over 30 years across the Kenyan Coast. We explore the methodological challenges associated with the production of gridded population distribution time-series in data-scarce countries and show that trade-offs have to be found between spatial and temporal resolutions when selecting the best modelling approach. Strategies used to fill data gaps may vary according to the local context and the objective of the study. This work will hopefully serve as a benchmark for future developments of population distribution time-series that are increasingly required for population-at-risk estimations and spatial modelling in various fields. |
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