This advanced workshop aims at introducing students to linear modelling methods that are commonly used in Ecology today. The course is divided into a series of modules that build on each other towards more complex linear models, starting from simple linear models and generalised linear models, to mixed effects models with grouped random effects, and linear models with generalised least squares for random effects that cannot be grouped. The underlying linear models are explained so experience with linear algebra will be very helpful though not essential to complete the course.
June 8-14, 2025;Check-in on June 8.
XTBG, Menglun, Mengla, Xishuangbanna, Yunnan, 666303
Xishuangbanna Tropical Botanical Garden, Chinese Academy of Sciences (XTBG)
Registration is open until 15:00, May 30, 2025
Graduate students, young scholars, practitioners etc. in related fields such as Ecology. No more than 30 person.
(1) 1800 RMB/person.
(2) Transportation between your organization and XTBG, hotel and food during the workshop etc. are self-care.
Day 1
Check-in
Day 2
Module 1: Classical methods
The first day revises basic statistical concepts and classical methods, and links them via the linear model and the generalised linear model.
Lecture 1: Linear models
Lecture 2: General linear models
Day 3~5
Module 2: Modelling with grouped non-independent data: mixed effects models
The bulk of this course deals with the problem of non-independence of data and how to fix it appropriately using linear models. The main issue is recognizing how individual data points may be related to one another, which means that they share information. Our statistical tests assume that there is no relatedness between residuals generated by fitting models to the data. In this first section we deal with situations where that relatedness can be reasonably described by grouping related data points. This has the dual benefits of improving residual independence and also accounting for additional information in the data, potentially improving our test sensitivity. In doing this, we also recognise that accounting for this relatedness may not be essential to our questions; so we treat these additional model terms as random effects, and the predictors which are core to our questions we treat as fixed effects. Models with both fixed and random effects are called mixed effects models.
Lecture 3: Intro to linear mixed models
Lecture 4: LMM types
Lecture 5: Inference with LMMs
Lecture 6: Predictions with LMMs
Lecture 7: GLMMs
Day 6
Module 3: Modelling with non-independent data that cannot be grouped: generalized least squares
Certain types of data are non-independent, but the non-independence cannot be corrected by grouping, e.g. autocorrelation in spatial and temporal data, which depend on individual pairwise distances between points. In this module we introduce methods for dealing non-independence between data points using correlation matrices.
Lecture 8: Generalised least squares
Lecture 9: Phylogenetic regression
Day 7
Lecture 10: The Animal model
Recognising that all data could contain both residual relatedness due to groups and due to pairwise relatedness means we need a model that can handle both situations. The Animal model was devised to deal with these situations.
Module 4: Intro to Bayesian models
Lecture 11: Bayesian Basics
Requirements for applicantsAs an advanced course, it has some certain pre-requisites for admission.
(1) Participants should have seen at least one semester of statistics at university or college. Students who have completed the Advanced Fieldcourse in Ecology and Conservation – XTBG (AFEC-X) stats module will also be considered.
(2) Participants should be familiar with R. Students familiar with S and SAS may also apply. Please provide evidence in line with each of these requirements when applying for the course.
(3) The course is divided into a series of modules that build on each other towards more complex linear models, starting from simple linear models and generalised linear models, to mixed effects models with grouped random effects, and linear models with generalised least squares for random effects that cannot be grouped. The underlying linear models are explained so experience with linear algebra will be very helpful though not essential to complete the course.
PI of Community Ecology and Conservation Group of XTBG, works on landscape conservation, forest ecology, savanna ecology, and functional trait diversity. Kyle is an experienced statistics instructor and has been invited to run statistic workshops during ATBC-Asia chapter annual meetings, and during Advanced Fieldcourse in Ecology and Conservaton (XTBG's annual international training program) since 2013. Since 2020 he has been the associate editor of the Journal of Ecology.
Associate Professor
Masatoshi Katabuchi
An Associate Professor in the Forest Canopy Ecology Group at XTBG. His research focuses on community ecology, tropical forest ecology, functional trait analysis, and Bayesian and likelihood statistical methods. He has published several papers using Bayesian models and has extensive experience in statistical modeling, ecological data analysis, and the application of reproducible research methods.
If you have any questions about the workshop, please email
xiaxue@xtbg.org.cn, and/or
kyle.tomlinson@xtbg.org.cn
To apply, please visit