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由重复图案造成的拥挤。

Crowding by a repeating pattern.

作者信息

Rosen Sarah, Pelli Denis G

出版信息

J Vis. 2015;15(6):10. doi: 10.1167/15.6.10.

Abstract

Theinability to recognize a peripheral target among flankers is called crowding. For a foveal target, crowding can be distinguished from overlap masking by its sparing of detection, linear scaling with eccentricity, and invariance with target size.Crowding depends on the proximity and similarity of the flankers to the target. Flankers that are far from or dissimilar to the target do not crowd it. On a gray page, text whose neighboring letters have different colors, alternately black and white, has enough dissimilarity that it might escape crowding. Since reading speed is normally limited by crowding, escape from crowding should allow faster reading. Yet reading speed is unchanged (Chung & Mansfield, 2009). Why? A recent vernier study found that using alternating-color flankers produces strong crowding (Manassi, Sayim, & Herzog, 2012). Might that effect occur with letters and reading? Critical spacing is the minimum center-to-center target-flanker spacing needed to correctly identify the target. We measure it for a target letter surrounded by several equidistant flanker letters of the same polarity, opposite polarity, or mixed polarity: alternately white and black. We find strong crowding in the alternating condition, even though each flanker letter is beyond its own critical spacing (as measured in a separate condition). Thus a periodic repeating pattern can produce crowding even when the individual elements do not. Further, in all conditions we find that, once a periodic pattern repeats (two cycles), further repetition does not affect critical spacing of the innermost flanker.

摘要

在侧翼干扰物中无法识别周边目标的现象被称为拥挤效应。对于中央凹目标,拥挤效应可通过其对检测的影响、与偏心率的线性比例关系以及与目标大小无关等特点与重叠掩蔽区分开来。拥挤效应取决于侧翼干扰物与目标的接近程度和相似性。远离目标或与目标不相似的侧翼干扰物不会产生拥挤效应。在灰色背景页面上,相邻字母颜色不同(黑白交替)的文本具有足够的差异性,可能不会受到拥挤效应影响。由于阅读速度通常受拥挤效应限制,摆脱拥挤效应应能提高阅读速度。然而,阅读速度并未改变(钟和曼斯菲尔德,2009年)。为什么呢?最近一项游标研究发现,使用交替颜色的侧翼干扰物会产生强烈的拥挤效应(马纳西、赛伊姆和赫尔佐格,2012年)。这种效应在字母和阅读中会出现吗?临界间距是正确识别目标所需的目标与侧翼干扰物中心到中心的最小间距。我们针对被几个相同极性、相反极性或混合极性(黑白交替)的等距侧翼字母包围的目标字母来测量临界间距。我们发现在交替条件下存在强烈的拥挤效应,尽管每个侧翼字母都超出了其自身的临界间距(在单独条件下测量)。因此,即使单个元素不会产生拥挤效应,周期性重复模式也会产生拥挤效应。此外,在所有条件下我们都发现,一旦周期性模式重复(两个周期),进一步重复不会影响最内层侧翼干扰物的临界间距。

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