New Perspectives in Computing the Point of Subjective Equality Using Rasch Models
Giulio Vidotto; Pasquale Anselmi; Egidio Robusto; John M. Linacre
In psychophysics, the point of subject equality (PSE) is any of the points along a stimulus dimension at which a variable stimulus (visual, tactile, auditory, and so on) is judged by an observer to be equal to a standard stimulus. Rasch models have been found to offer a valid solution for computing the PSE when the method of constant stimuli is applied in the version of the method of transitions. The present work provides an overview of the procedures for computing the PSE using Rasch models and proposes some new developments. An adaptive procedure is described that allows for estimating the PSE of an observer without presenting him/her with all stimuli pairs. This procedure can be particularly useful in those situations in which psychophysical conditions of the individuals require that the number of trials is limited. Moreover, it allows for saving time that can be used to scrutinize th...
Giulio Vidotto, Pasquale Anselmi, Egidio Robusto, & John M. Linacre (2019). New Perspectives in Computing the Point of Subjective Equality Using Rasch Models. Frontiers in Psychology, 10, 2793-2793. https://doi.org/10.3389/fpsyg.2019.02793