Kurata Kiyoshi, Aizawa Hiroshi
Department of Physiology, Hirosaki University School of Medicine, 5 Zaifu-cho, Hirosaki 036-8562, Japan.
Neurosci Res. 2004 Apr;48(4):447-55. doi: 10.1016/j.neures.2004.01.003.
When a gap period is inserted between the fixation point extinction and the target presentation, the distribution of saccadic reaction times has two distinct peaks: one at 150-250 ms (ordinary saccades) and another at approximately 100 ms (express saccades). The distribution of saccadic reaction times can be explained by the linear approach to threshold with ergodic rate (LATER) model, in which the value of a decision signal increases linearly from a start level to initiate a saccade when the signal value reaches a threshold. We hypothesized that a gap period and/or an instruction signal can modulate the parameters of the model to determine when a saccade is initiated. Two reciprobit plots of reaction times, one for ordinary and the other for express saccades, for a task with both a gap period and visuospatial instruction, were constrained by a common infinite-time intercept, although no such constraint was observed during task performance without a visuospatial instruction. We interpreted the results that either the threshold, the start level, or the rate of increase of the decision signal of the model was switched in a bistable manner by both the visuospatial instruction and a gap period, but not by the gap period alone.
当在注视点消失和目标呈现之间插入一个间隙期时,眼跳反应时间的分布有两个明显的峰值:一个在150 - 250毫秒(普通眼跳),另一个在大约100毫秒(快速眼跳)。眼跳反应时间的分布可以用具有遍历率的线性阈值方法(LATER)模型来解释,在该模型中,决策信号的值从起始水平线性增加,当信号值达到阈值时启动眼跳。我们假设间隙期和/或指令信号可以调节模型参数,以确定眼跳何时启动。对于一个既有间隙期又有视觉空间指令的任务,普通眼跳和快速眼跳的反应时间的两个倒数概率图受到一个共同的无限时间截距的约束,尽管在没有视觉空间指令的任务执行过程中没有观察到这样的约束。我们解释这些结果表明,模型的阈值、起始水平或决策信号的增加速率通过视觉空间指令和间隙期以双稳态方式切换,但不是仅通过间隙期切换。