Suppr超能文献

巴滕贝格调制微图案的取向整合两阶段模型。

A two-stage model of orientation integration for Battenberg-modulated micropatterns.

作者信息

Baldwin Alex S, Husk Jesse S, Meese Tim S, Hess Robert F

机构信息

School of Life and Health Sciences, Aston University, Birmingham, UK.

出版信息

J Vis. 2014 Jan 30;14(1):30. doi: 10.1167/14.1.30.

Abstract

The visual system pools information from local samples to calculate textural properties. We used a novel stimulus to investigate how signals are combined to improve estimates of global orientation. Stimuli were 29 × 29 element arrays of 4 c/deg log Gabors, spaced 1° apart. A proportion of these elements had a coherent orientation (horizontal/vertical) with the remainder assigned random orientations. The observer's task was to identify the global orientation. The spatial configuration of the signal was modulated by a checkerboard pattern of square checks containing potential signal elements. The other locations contained either randomly oriented elements ("noise check") or were blank ("blank check"). The distribution of signal elements was manipulated by varying the size and location of the checks within a fixed-diameter stimulus. An ideal detector would only pool responses from potential signal elements. Humans did this for medium check sizes and for large check sizes when a signal was presented in the fovea. For small check sizes, however, the pooling occurred indiscriminately over relevant and irrelevant locations. For these check sizes, thresholds for the noise check and blank check conditions were similar, suggesting that the limiting noise is not induced by the response to the noise elements. The results are described by a model that filters the stimulus at the potential target orientations and then combines the signals over space in two stages. The first is a mandatory integration of local signals over a fixed area, limited by internal noise at each location. The second is a task-dependent combination of the outputs from the first stage.

摘要

视觉系统整合来自局部样本的信息以计算纹理属性。我们使用了一种新型刺激来研究信号是如何组合以改善全局方向估计的。刺激物是由4周/度对数Gabor函数组成的29×29元素阵列,元素间距为1°。这些元素中的一部分具有连贯的方向(水平/垂直),其余的则被赋予随机方向。观察者的任务是识别全局方向。信号的空间配置由包含潜在信号元素的方形方格棋盘图案调制。其他位置要么包含随机取向的元素(“噪声方格”),要么为空(“空白方格”)。通过改变固定直径刺激内方格的大小和位置来操纵信号元素的分布。理想的探测器只会整合来自潜在信号元素的响应。当信号出现在中央凹时,人类对于中等方格大小和大方格大小的情况会这样做。然而,对于小方格大小,整合是在相关和不相关位置上不加区分地进行的。对于这些方格大小,噪声方格和空白方格条件下的阈值相似,这表明限制噪声不是由对噪声元素的响应所诱导的。结果由一个模型描述,该模型在潜在目标方向上对刺激进行滤波,然后分两个阶段在空间上组合信号。第一阶段是在固定区域内对局部信号进行强制整合,受每个位置的内部噪声限制。第二阶段是对第一阶段输出的任务依赖型组合。

文献AI研究员

20分钟写一篇综述,助力文献阅读效率提升50倍。

立即体验

用中文搜PubMed

大模型驱动的PubMed中文搜索引擎

马上搜索

文档翻译

学术文献翻译模型,支持多种主流文档格式。

立即体验