scholarly journals Using Bayesian hierarchical models and random forest algorithm for habitat use studies: a case of nest site selection of the crested ibis at regional scales

Author(s):  
Xinhai Li ◽  
Tianqing Zhai ◽  
Yan Jiao ◽  
Guiming Wang

The association of species distribution and environmental variables is often complex, with nonlinear and interacting effects. Bayesian hierarchical models can quantify linear and high order effects of the variables, as well as their interaction effects. Their strength is to take into account the uncertainties in observation, models, and parameters. However, the model selection process is usually time-consuming, especially when the number of environmental variables is large. Random forest, an efficient machine learning algorithm, can rank the environmental variables so as to facilitate the model selection process. We analyzed the nest site selection of the crested ibis (Nipponia nippon) at watersheds in its distribution range. The crested ibis has attracted much attention in the past 30 years due to its extremely low population level, and now it has recovered to over 1,000 individuals in the wild. We built Bayesian hierarchical models to quantify the association between the number of nests in 95 watersheds and nine environmental variables of these watersheds. We applied random forest to check the effect of every variable and removed the unimportant variables from the hierarchical models. Unlike our previous studies, we found that the interaction between the area of rice paddy and the area of water bodies (i.e. rivers, lakes and ponds) had most contribution to the nest site selection, whereas the linear terms of either rice paddy or water body had little effects. The detection probability of the nests during the surveys was inversely associated with elevation and the standard deviation of elevation (i.e. roughness of the landscape) in the watershed. Our models provide the insight that the crested ibis need both rice paddies and water bodies in their annual life cycle. Habitat protection practices should cover not only rice paddies, but also water bodies to ensure long term survival of this endangered bird.

2015 ◽  
Author(s):  
Xinhai Li ◽  
Tianqing Zhai ◽  
Yan Jiao ◽  
Guiming Wang

The association of species distribution and environmental variables is often complex, with nonlinear and interacting effects. Bayesian hierarchical models can quantify linear and high order effects of the variables, as well as their interaction effects. Their strength is to take into account the uncertainties in observation, models, and parameters. However, the model selection process is usually time-consuming, especially when the number of environmental variables is large. Random forest, an efficient machine learning algorithm, can rank the environmental variables so as to facilitate the model selection process. We analyzed the nest site selection of the crested ibis (Nipponia nippon) at watersheds in its distribution range. The crested ibis has attracted much attention in the past 30 years due to its extremely low population level, and now it has recovered to over 1,000 individuals in the wild. We built Bayesian hierarchical models to quantify the association between the number of nests in 95 watersheds and nine environmental variables of these watersheds. We applied random forest to check the effect of every variable and removed the unimportant variables from the hierarchical models. Unlike our previous studies, we found that the interaction between the area of rice paddy and the area of water bodies (i.e. rivers, lakes and ponds) had most contribution to the nest site selection, whereas the linear terms of either rice paddy or water body had little effects. The detection probability of the nests during the surveys was inversely associated with elevation and the standard deviation of elevation (i.e. roughness of the landscape) in the watershed. Our models provide the insight that the crested ibis need both rice paddies and water bodies in their annual life cycle. Habitat protection practices should cover not only rice paddies, but also water bodies to ensure long term survival of this endangered bird.


Animals ◽  
2021 ◽  
Vol 11 (9) ◽  
pp. 2626
Author(s):  
Liming Ma ◽  
Xinhai Li ◽  
Tianqing Zhai ◽  
Yazu Zhang ◽  
Kai Song ◽  
...  

The number of breeding pairs of crested ibis (Nipponia nippon) in Hanzhong, China has recovered remarkably from 2 to 511 from 1981 to 2019. Although the crested ibis has been closely monitored, the habitat preference of the bird has not been well studied despite the extensive increase in abundance. We used nest site data from the past 39 years and 30 environmental variables to develop species distribution models for each year. We applied random forest to select important environmental variables, and used logistic regressions to quantify the changes in habitat preferences in 39 years, taking into account the effects of interaction and quadratic terms. We found that six variables had strong impacts on nest site selection. The interaction term of rice paddies and waterbodies, and the quadratic term of precipitation of the wettest quarter of the year were the most important correlates of nest presence. Human impact at nest sites changed from low to high as birds increased their use of ancestral habitats with abundant rice paddies. We concluded that during the population recovery, the crested ibises retained their dependence on wetlands, yet moved from remote areas to populated rural regions where food resources had recovered due to the ban of pesticide use.


2001 ◽  
Vol 09 (4) ◽  
pp. 352-358
Author(s):  
Lu Baozhong ◽  
Zhijun Ma ◽  
LI Xin-Hai ◽  
LI Dian-Mo ◽  
DING Chang-Qing ◽  
...  

2008 ◽  
Author(s):  
Ralph F. Milliff ◽  
Mark Berliner ◽  
Emanuele D. Lorenzo ◽  
Christopher K. Wikle

2010 ◽  
Author(s):  
Christopher K. Wikle ◽  
L. M. Berliner ◽  
Emanuele Di Lorenzo ◽  
Ralph F. Milliff

2010 ◽  
Author(s):  
Ralph F. Milliff ◽  
Christopher K. Wikle ◽  
L. M. Berliner ◽  
Emanuele Di Lorenzo

2019 ◽  
Author(s):  
Lauren Schaale ◽  
◽  
Joseph Baxley ◽  
Narcisa Pricope ◽  
Raymond M. Danner

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