Motion sensitivity to speed and directional coherency of random-dot kinematograms in the Jacky dragon, Amphibolurus muricatus

Kevin Lawrence Woo, Darren Burke, Christopher Evans

Research output: Contribution to conferenceAbstract

Abstract

Signal evolution is constrained by sensory properties. Recent work demonstrates that the design of both calls and ornaments can be explained in part by the sensitivity of receivers. Much less is known about dynamic signals such as threat displays, which are defined by movement. We used a novel technique to measure the motion sensitivity of Jacky dragons, a native Australian lizard that uses complex visual signals for opponents assessment. Subjects are initially trained to respond to drifting random dot patterns moving at three speeds (5, 20, 80 degrees) with 100% directional coherence (i.e., all dots moving either left or right). These predicted the appearance of an animated invertebrate in the corresponding direction. Responsiveness was maintained by periodic reinforcement with live mealworms. Once reliable performance had been achieved, we conducted experimental trials to map variation in performance with all possible combinations of eight levels of dot speed (0.5 - 160% degrees) and coherence (0 - 100%). Results revealed a main effect for both speed and coherence, together with an interaction between these factors. Jacky dragons are very sensitive to fast movement, but have difficulty in perceiving relatively slow-moving targets (values below 10 degrees). The visual system of these lizards is hence acutely sensitive to speeds characteristic of the motor patterns used for visual communication, particularly the tail-flick and push-up components of aggressive displays.
Original languageEnglish
Pages14-14
Number of pages1
Publication statusPublished - 2006

Fingerprint

Dive into the research topics of 'Motion sensitivity to speed and directional coherency of random-dot kinematograms in the Jacky dragon, Amphibolurus muricatus'. Together they form a unique fingerprint.

Cite this