常微分 方程式型 最適眼球運動制御시스템 解析모델의 알고니즘에 關한 硏究 = A Study on the Development of Algorithms for Optimized Eye Movement Control System of Interpreting Models Consisting of Ordinary Differential Equations.

다국어 초록 (Multilingual Abstract)

This paper reports the development applications of three powerful algorithms for optimized eye movement control system of interpreting models consisting of ordinary differential equations.
First, an extended parameter sensitivity analysis is described
Second, sensitivity functions, using an efficient algorithms requiring just one model simulation to obtain all sensitivities of state variable to all parameters as function of time are computed.
Third, an unconstrained global optimization algorithms is presented and it applied in a novel way.
Finally, sensitivity analysis, sensitivity functions and optimization algorithms are applied to a sixth-order non-linear ordinary differential equation model for human eye movement control system.
This application reveals that the developed algorithms are not only practicable for high-order modest, but also useful as conceptual tools in eye-head-hand movement coordinations.