5 Day 5 (June 5)
5.1 Announcements
Today is national donut day and the only opportunity for two magic extra credit points that will be applied to the journal assignments.
Comment about next week!
Recommended reading
- Chapters 1 and 2 (pgs 1 - 27) in Linear Models with R
Questions and comments from journal
- “What I learnt from today’s class is that most data we observe are often noisy measurements of an underlying process that we care about.”
- “I’m struggling to understand what it means when the location is a random variable but time is usually fixed, and how these changes when time can also be random.”
- “I do not understand how the different statistical models, such as polynomial regression or neural networks, are estimating the runner’s true trajectory and velocity.”
- “I would like to understand where the concept of needing a sample size of at least 30 comes from.”
- “Something that I am struggling with a little bit is how fast this class is going and being worried that I will not be ready to complete my class project at the end of the class. Today during class I was considering my project being something to do with my dog or in relation to the walks we go on. I’m just wanting to make sure that I am properly preparing.”
5.2 Intro to statistical modelling: human movement
The goal of this activity is to show you how cool spatio-temporal statistics is!
Human movement modeling with the linear regression model and other fancy tools!
Trajectories are a time series of the spatial location of an object (or animal).
- We can usually pick the object and the time that we obtain its spatial location (i.e., time is fixed)
- The location is a random variable in most cases, but time can also be a random variable.
In-class marathon example (Download R script here)
Further reading/learning
- Hooten, M.B, D.S. Johnson, D.S., B.T. McClintock, J.M. Morales (2017) Animal Movement: Statistical Models for Telemetry Data. CRC press
- Brost, B.M., Hooten, M.B., Hanks, E.M. and Small, R.J., 2015. Animal movement constraints improve resource selection inference in the presence of telemetry error. Ecology (link)