| Literature DB >> 30383800 |
Maxime Lenormand1, Sandra Luque1, Johannes Langemeyer2, Patrizia Tenerelli1, Grazia Zulian3, Inge Aalders4, Serban Chivulescu5, Pedro Clemente6, Jan Dick7, Jiska van Dijk8, Michiel van Eupen9, Relu C Giuca10, Leena Kopperoinen11, Eszter Lellei-Kovács12, Michael Leone13, Juraj Lieskovský14, Uta Schirpke15, Alison C Smith16, Ulrike Tappeiner17, Helen Woods7.
Abstract
Interactions between people and ecological systems, through leisure or tourism activities, form a complex socio-ecological spatial network. The analysis of the benefits people derive from their interactions with nature-also referred to as cultural ecosystem services (CES)-enables a better understanding of these socio-ecological systems. In the age of information, the increasing availability of large social media databases enables a better understanding of complex socio-ecological interactions at an unprecedented spatio-temporal resolution. Within this context, we model and analyze these interactions based on information extracted from geotagged photographs embedded into a multiscale socio-ecological network. We apply this approach to 16 case study sites in Europe using a social media database (Flickr) containing more than 150,000 validated and classified photographs. After evaluating the representativeness of the network, we investigate the impact of visitors' origin on the distribution of socio-ecological interactions at different scales. First at a global scale, we develop a spatial measure of attractiveness and use this to identify four groups of sites. Then, at a local scale, we explore how the distance traveled by the users to reach a site affects the way they interact with this site in space and time. The approach developed here, integrating social media data into a network-based framework, offers a new way of visualizing and modeling interactions between humans and landscapes. Results provide valuable insights for understanding relationships between social demands for CES and the places of their realization, thus allowing for the development of more efficient conservation and planning strategies.Entities:
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Year: 2018 PMID: 30383800 PMCID: PMC6211716 DOI: 10.1371/journal.pone.0206672
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Fig 1Positions of the 16 case study sites.
Fig 2Representation of the socio-ecological network at a global scale.
Every users’ place of residence (blue dots) are linked to the case study sites (red dots) by one or more interactions (green curves).
Fig 3Results of the survey.
Percentage of respondents according to the gender (a), age (b) and socio-professional category (c).
Fig 4Measure of the sites’ attractiveness.
Cumulative distribution function (CDF) of the normalized distance between users’ places of residence and case study sites. Each grey curve represents a case study. Four common profiles were found using ascending hierarchical clustering (AHC). Each colored curve represents one of this profile (average CDF in each cluster). The dendrogram resulting from the hierarchical clustering is shown in inset.
Fig 5Effect of the distance traveled on the socio-ecological interactions.
Evolution of the spatial coverage (blue), the spatial dispersion (red), the spatial dilatation index (green), the temporal dispersion (yellow) and the landscape diversity (purple) as a function of the normalized distance. For each metric, the median over the 16 case studies is displayed. All metrics are normalized by the value obtained with a random null model. Similar plots for each case study are available in Fig G in S1 File. The effect of the spatial resolution on the spatial metrics is presented in Fig H in S1 File.
Fig 6Overlap between locals and visitors’ interactions.
Spatial (a), temporal (b) and landscapes (c) overlap between locals and visitors’ interactions. In panel (c), the green points represent the landscape overlap between locals and visitors considering all the cells, while the yellow points represent the landscape overlap between locals and visitors in cells frequented exclusively by locals from one side and visitors from the other side (without spatial overlap). Locals and visitors are identified according to the normalized distance. In order to assess the impact of the threshold on the results we averaged the metrics obtained with threshold values ranging between 100 and 1, 000 km. The error bars represent one standard deviation. The effect of the spatial resolution on the spatial overlap is presented in Fig I in S1 File.