M. D. Rio, Agustín Wallace Ruiz, Maria Concepcion, Moreno Fernandez, Alvaro Pelegrina Fernández
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引用次数: 0
摘要
本文提出了一个形式化的统计模型来评估识别记忆中的词频效应。这个话题是相关的,因为词频是识别记忆任务中表现的最佳预测指标。应用信号检测理论,将高频词和低频词作为项目信号。信号检测理论测试假设响应的正交性:命中,假警报,正确拒绝和错误拒绝。96名成年男女学生参加了两项实验:一项在实验室进行,另一项在教室进行。所选的单词包含3至5个字母和1或2个音节以控制长度。在两个实验中,高频词和低频词的误报次数存在显著差异。两个实验的差异有统计学意义。Cohen效应值分别为0.6和0.45。一、二次实验的词频效应为F (1,46) = 4.13, MCE。= 2.34, p = 0.003, F (1,46) = 3.71, MCE。= 12.36, p = 0。01。提出了一个基于接收机工作特性数据的形式化模型来评估高频词和低频词的数据趋势。得到了基于高频刺激的连续模型和基于低频刺激的阈值模型。
ROC Modelling Data of the Word Frequency Effect: A Formal Model of Visual Word Recognition
This article presents a formal statistical model for assessing the word frequency effect in recognition memory. This topic is relevant because word frequency is the best predictor of performance in recognition memory tasks. Signal Detection Theory was applied using high-frequency and low-frequency words as item-signals. Signal Detection Theory test assumes orthogonality of responses: hits, false alarms, correct rejections, and incorrect rejections. Ninety-six adult male and female students participated in two experiments: one conducted in the laboratory and the other in the class-room. The selected words for memory contained 3 to 5 letters and 1 or 2 syllables to control for length. Significant differences were found between high-frequency and low-frequency words in the number of false alarms for the two experiments. The differences were statistically significant in two experiments. The Cohen effect size was 0.6 and 0.45 respectively. The word frequency effect in first- and second-experiments was F (1, 46) = 4.13, MCE. = 2.34, p = 0.003 and F (1, 46) = 3.71, MCE. = 12.36, p = 0. 01 respectively. A formal model is presented based on the Receiver Operating Characteristic data to assess data trends for high- and low frequency words. Two differentiated models were obtained: a continuous model based on high frequency stimuli and a threshold model based on low frequency stimuli.