The use of multilevel modeling is presented as an alternative to separate item and subject ANOVAs (F1 x F2) in psycholinguistic research. Multilevel modeling is commonly utilized to model variability arising from the nesting of lower level observations within higher level units (e.g., students within schools, repeated measures within individuals). However, multilevel models can also be used when two random factors are crossed at the same level, rather than nested. The current work illustrates the use of the multilevel model for crossed random effects within the context of a psycholinguistic experimental study, in which both subjects and items are modeled as random effects within the same analysis, thus avoiding some of the problems plaguing...
Multilevel models (MLMs) are flexible in that they can be employed to obtain item and person paramet...
This chapter provides models for repeated measures and multivariate data. It also introduces structu...
Purpose – This paper aims to discuss multilevel modeling for longitudinal data, clarifying the circu...
The use of multilevel modeling is presented as an alternative to separate item and subject ANOVAs (F...
Multilevel analysis (or multilevel model), also known by names such as hierarchical linear model (HL...
The purpose of this paper is to provide a brief review of multilevel modelling (MLM), also called hi...
Applying linear mixed effects regression (LMER) models to psycholinguistic data was made ...
Psycholinguistic data are often analyzed with repeated-measures analyses of variance (ANOVA), but th...
Although common in the educational and developmental areas, multilevel models are not often utilized...
Multilevel modeling has been considered a promising statistical tool in the field of the experimenta...
In psycholinguistic experiments multiple subjects are faced with multiple test items. Despite the ea...
Multilevel analysis (or multilevel model), also known by names such as hierarchical linear model (HL...
This paper provides an introduction to mixed-effects models for the analysis of repeated measurement...
A new development in psycholinguistics is the use of regression analyses on tens of thousands of wor...
Psychologists, psycholinguists, and other researchers using language stimuli have been struggling fo...
Multilevel models (MLMs) are flexible in that they can be employed to obtain item and person paramet...
This chapter provides models for repeated measures and multivariate data. It also introduces structu...
Purpose – This paper aims to discuss multilevel modeling for longitudinal data, clarifying the circu...
The use of multilevel modeling is presented as an alternative to separate item and subject ANOVAs (F...
Multilevel analysis (or multilevel model), also known by names such as hierarchical linear model (HL...
The purpose of this paper is to provide a brief review of multilevel modelling (MLM), also called hi...
Applying linear mixed effects regression (LMER) models to psycholinguistic data was made ...
Psycholinguistic data are often analyzed with repeated-measures analyses of variance (ANOVA), but th...
Although common in the educational and developmental areas, multilevel models are not often utilized...
Multilevel modeling has been considered a promising statistical tool in the field of the experimenta...
In psycholinguistic experiments multiple subjects are faced with multiple test items. Despite the ea...
Multilevel analysis (or multilevel model), also known by names such as hierarchical linear model (HL...
This paper provides an introduction to mixed-effects models for the analysis of repeated measurement...
A new development in psycholinguistics is the use of regression analyses on tens of thousands of wor...
Psychologists, psycholinguists, and other researchers using language stimuli have been struggling fo...
Multilevel models (MLMs) are flexible in that they can be employed to obtain item and person paramet...
This chapter provides models for repeated measures and multivariate data. It also introduces structu...
Purpose – This paper aims to discuss multilevel modeling for longitudinal data, clarifying the circu...