Internal number magnitude representation is not holistic, either

K. Moeller, H. Nuerk, K. Willmes
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引用次数: 45

Abstract

Over the last years, evidence has accumulated that the magnitude of two-digit numbers is not only represented as one holistic entity, but also decomposed for tens and units. Recently, Zhang and Wang (2005) suggested such separate processing may be due to the presence of external representations of numbers, whereas holistic processing became more likely when one of the to-be-compared numbers was already internalised. The latter conclusion essentially rested on unit-based null effects. However, Nuerk and Willmes (2005) argued that unfavourable stimulus selection may provoke such null effects and misleading conclusions. Therefore, we tested the conclusion of Zhang and Wang for internal standards with a modified stimulus set. We observed reliable unit-based effects in all conditions contradicting the holistic model. Thus, decomposed representations of tens and units can also be demonstrated for internal standards. We conclude that decomposed magnitude processing of multidigit numbers does not rely on external representations. Rather, even when two-digit numbers are internalised, the magnitudes of tens and units seem to be (also) represented separately.
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内部数字大小表示也不是整体的
在过去的几年里,越来越多的证据表明,两位数的大小不仅被表示为一个整体实体,而且还被分解为十位数和单位。最近,Zhang和Wang(2005)提出,这种单独的加工可能是由于数字的外部表征的存在,而当被比较的数字之一已经内化时,整体加工就更有可能发生。后一个结论基本上基于基于单位的零效应。然而,Nuerk和Willmes(2005)认为,不利的刺激选择可能会导致这种无效效应和误导性结论。因此,我们用一个修正的刺激集来检验张和王的结论。我们在所有条件下观察到可靠的基于单位的效应,与整体模型相矛盾。因此,十位和单位的分解表示也可以用于内部标准。我们得出结论,分解幅度处理的多位数不依赖于外部表示。更确切地说,即使将两位数内在化,十位数和单位的大小似乎也(也)分别表示。
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