| Literature DB >> 31352884 |
George Wittemyer1, Joseph M Northrup2,3, Guillaume Bastille-Rousseau1.
Abstract
Wildlife tracking is one of the most frequently employed approaches to monitor and study wildlife populations. To date, the application of tracking data to applied objectives has focused largely on the intensity of use by an animal in a location or the type of habitat. While this has provided valuable insights and advanced spatial wildlife management, such interpretation of tracking data does not capture the complexity of spatio-temporal processes inherent to animal behaviour and represented in the movement path. Here, we discuss current and emerging approaches to estimate the behavioural value of spatial locations using movement data, focusing on the nexus of conservation behaviour and movement ecology that can amplify the application of animal tracking research to contemporary conservation challenges. We highlight the importance of applying behavioural ecological approaches to the analysis of tracking data and discuss the utility of comparative approaches, optimization theory and economic valuation to gain understanding of movement strategies and gauge population-level processes. First, we discuss innovations in the most fundamental movement-based valuation of landscapes, the intensity of use of a location, namely dissecting temporal dynamics in and means by which to weight the intensity of use. We then expand our discussion to three less common currencies for behavioural valuation of landscapes, namely the assessment of the functional (i.e. what an individual is doing at a location), structural (i.e. how a location relates to use of the broader landscape) and fitness (i.e. the return from using a location) value of a location. Strengthening the behavioural theoretical underpinnings of movement ecology research promises to provide a deeper, mechanistic understanding of animal movement that can lead to unprecedented insights into the interaction between landscapes and animal behaviour and advance the application of movement research to conservation challenges. This article is part of the theme issue 'Linking behaviour to dynamics of populations and communities: application of novel approaches in behavioural ecology to conservation'.Entities:
Keywords: biologging; home range; landscape conservation; migration; optimization; resource selection
Mesh:
Year: 2019 PMID: 31352884 PMCID: PMC6710572 DOI: 10.1098/rstb.2018.0046
Source DB: PubMed Journal: Philos Trans R Soc Lond B Biol Sci ISSN: 0962-8436 Impact factor: 6.237
Classes of movement metrics for defining the behavioural value of landscapes depicted in figure 1.
| class | definition | metrics | methods |
|---|---|---|---|
| How much is a location used? | fix density, time density, weighted use, persistence velocity, dot product, time to return, first passage time, probability of occurrence | home range estimation, habitat preference, resource selection, recurrence | |
| What is an individual doing at a location? | speed, movement states (based on turning angle and speed) | hidden Markov modelling, behavioural change point analysis, agent-based models | |
| How does a location influence use of the broader landscape? | connectivity, proximity, neighbourhood statistics (degree, interspersion, isolation, dispersion), network metrics (weight, degree, centrality) | network theoretical approaches, circuit theory, Fragstats, least-cost path | |
| What is the payoff of a location? | caloric expenditure/return, reproduction, survival, risk (predation), fitness proxies | physiological modelling (basal metabolic rate), vaginal implant transmitters, mortality monitoring, overall dynamic body acceleration |
Figure 1.The movement path of an animal, sampled periodically using GPS telemetry, offers rich information on animal behaviour. To facilitate greater use of these data, we outline four approaches to estimate the behavioural value of spatial locations based on movement data. These approaches include the assessment of the intensity of use (e.g. density isopleths), functional use (e.g. movement states), structural aspects of use (e.g. network graphs) and fitness values of locations (e.g. energetic maps) as detailed in table 1.
Measuring costs and benefits of key behaviours using movement
| behavioural category | example issue | example metric | reference |
|---|---|---|---|
| optimal foraging theory | search behaviour | patch occupancy | [ |
| trade-offs | dispersal decisions | net squared displacement | [ |
| competition | costs to subordinates | rank-based space use | [ |
| alternative strategies | male reproductive states | daily activity budget | [ |
| group living | group size constraints | daily movement distance | [ |
| parental investment | impact of maternal investment on survival | foraging trip length | [ |
| behavioural syndromes | factors influencing different movement tactics | resource selection | [ |
| plasticity | response to human activity | vagility | [ |
| seasonal response | influence of longitudinal changes in resources | behavioural change point analysis | [ |
Figure 2.(a) Mirroring functional response in predator foraging behaviour relative to prey density, the intensity of use of specific locations can be assessed in terms of differential temporal patterns. Type I use indicates a consistently used location, such as a den site or water point in an arid environment (blue). Type II use indicates a location where use saturates, such as at point resources that experience denudation with increased use (yellow). Type III use indicates temporally sporadic use, such as seasonal resources that are available intermittently and are denuded quickly (green). (b) Plotting different functional use types on the landscape can elucidate differences in the intensity of use patterns. (c) Contrasting with raw intensity of use data (darker indicates more use) can discern not only how much an area is used, but also the structure in temporal use patterns.
Figure 3.Discretizing the movement path of an individual can elucidate structure in movement behaviour. (a) Plotting the step lengths shows heterogeneity in speed often equated to different behavioural functions of the animal's motion (blue line). Similarly, heterogeneity in turning angle captures aspects of the behavioural function of the animal's movement (not shown). Using approaches to identify probabilistic-based movement states allows the simplification of the movement into specific categories of motion (e.g. directed walks characterized by high speed and little change in bearing (red), meandering characterized by slower speed and less direction (green), and encamped characterized by short to no displacement and little directional persistence (orange)). (b) Overlaying the state definition of the movement path helps elucidate structure in the movement path. Relating these defined states to observed behaviour can resolve the function of the movements.
Figure 4.Structural valuation is based on the importance of a location for the broader landscape context. (a) An animal's movement crosses over different resources on the landscape. (b) Discretizing a landscape into patches (using resource patches or movement properties) can be used to portray the landscape as a matrix. Quantifying connections among patches can be used to derive network metrics—the green patch has a high degree centrality value (key landscape hub) and the orange patch has a high betweenness centrality value (key bottleneck in the network). (c) Resistance surface maps evaluate the cost for animal movement with the darker green representing a higher cost. Optimization approaches highlight different features of the landscape, here portrayed by the orange line representing the movement corridor linking the two blue patches based on a least-cost path approach and the blue line represents an estimation of a likely corridor estimated based on the circuit theory.
Figure 5.Deriving a fitness landscape from combined movement and landscape data can be achieved using two general approaches. In the upper pathway, individual animals are collared (a) and ancillary information (e.g. body condition) is collected. The data provide movement paths (b) that can be coupled with information on the metabolic costs of movement (c) to produce estimates of the location-specific energetic cost for the animal (d), a proxy of the fitness landscape. In the lower pathway (e), ancillary (e.g. remote sensing) or modelled movement data are used to create landscape-level layers of fitness components (e.g. predation risk, forage availability, energy expenditure and thermal cover). Aggregation of these layers provides a more comprehensive estimate of the fitness landscape.