LINE TRANSECT
Not all individuals will be detected
Detection function: g(x) = Probability object observed given a distance (x) from the observer.
The critical assumption permitting estimation from distance data is that all objects located directly on the line (distance = 0) are detected.
The main problem in line-transect estimation involves developing an appropriate model for g(x).
There are a variety of models and associated estimators for g(x) that can be fit to the detection-distance data:
- Exponential power series
- Exponential polynomial
- Negative polynomial
- Negative exponential
- Half-normal.
- Uniform
- Fourier series (Uniform with cosine expression)
- Others...
Akaike's Information Criteria can be used to determine the "best" function (model) given the detection-distance data.
Objects directly on the line will never be missed, i.e., g(0) = 1.
Points are fixed at the initial sighting position (i.e., no movement before or after sighting).
Distance and angles are measured accurately.
Sightings are independent events.
Shape criterion
Variable Circular Plots
Trapping Web (Bookhout 1994:243)
Data analyzed the same as variable circular plots where "detections" are captures.