diff --git a/paper/paper.md b/paper/paper.md index 9d298f3d..ed5fe07c 100644 --- a/paper/paper.md +++ b/paper/paper.md @@ -213,7 +213,7 @@ and is thus outside the scope of the current paper, however the interested reade ## Other Methods ### Fractal Methods -Fractal (i.e. multiscale) methods are useful for analyzing transitions and clustering in trajectories. For example, search trajectories such as a eye movement, hande-eye coordination, and foraging can be analyzed by quantifying the spatial distribution or nesting of temporal point processes using spatial Allen Factor analysis [@kerster_spatial_2016; @huette_drawing_2013]. +Fractal (i.e. multiscale) methods are useful for analyzing transitions and clustering in trajectories. For example, search trajectories such as eye movement, hand-eye coordination, and foraging can be analyzed by quantifying the spatial distribution or nesting of temporal point processes using spatial Allen Factor analysis [@kerster_spatial_2016; @huette_drawing_2013]. Recurrence plots and derivative recurrence factor analysis can be applied to trajectories to identify multiscale temporal processes to study transition or nonlinear parameters in a system, such as postural fluctuation [@ross_influence_2016] and synchrony [@shockley] in humans and to movement of animals such as ants [@neves_recurrence_2017] and bees [@ayers]. These methods are not yet implemented in Traja, but are planned for a future release.