Delayed pursuit-escape as a model for virtual stick balancing
スポンサーリンク
概要
- 論文の詳細を見る
The process of pursuit and escape underlies many biological phenomena ranging from predator-prey interactions, combat and sporting activities. Time delays, τ, arise as a consequence of the time taken to identify the opponent, formulate a strategy, and then act upon it. Here we consider virtual stick balancing (VSB) as a delayed pursuit-escape task. The movements of the target in VSB are programmed to resemble those of balancing a stick at the fingertip. A model of delayed pursuit-escape is developed by assuming that the target movements are governed by a simple random walk and the movements of the pursuer by a delayed random walk biased towards the target when τ=0. When τ > 0 the movements can become transiently biased away from the target. The model reproduces the oscillatory dynamics and statistical properties of VSB. For both model and VSB, transients occur in which the pursuer moves inappropriately causing increases in tracking error. The presence of a signature, or trigger, for impending escape suggests the possibility that escapes can be predicted before they occur.
著者
-
Kamimura Atsushi
Department Of Applied Physics School Of Engineering The University Of Tokyo
-
OHIRA Toru
Graduate School of Mathematics, Nagoya University
-
Milton John
W. M. Keck Science Department, The Claremont Colleges
-
Fuerte Andres
W. M. Keck Science Department, The Claremont Colleges
-
Bélair Christophe
Faculté de médecine, Université de Montréal
-
Lippai Joshua
Department of Mathematics, Pomona College
関連論文
- Nonequilibrium Molecular Dynamics Simulations on Thermal Diffusion in Binary Mixtures of Hard Spheres
- Rate Constant in Far-from-Equilibrium States of a Replicating System with Mutually Catalyzing Chemicals(General)
- Rate Constant of Kaneko-Yomo Model
- Delayed pursuit-escape as a model for virtual stick balancing
- Quantum Square Well Bound States Described by Equations with Non-Locality
- Rate Constant of Kaneko-Yomo Model