| Literature DB >> 28446889 |
Federica Scarpina1,2, Sofia Tagini2,3.
Abstract
The Stroop Color and Word Test (SCWT) is a neuropsychological test extensively used to assess the ability to inhibit cognitive interference that occurs when the processing of a specific stimulus feature impedes the simultaneous processing of a second stimulus attribute, well-known as the Stroop Effect. The aim of the present work is to verify the theoretical adequacy of the various scoring methods used to measure the Stroop effect. We present a systematic review of studies that have provided normative data for the SCWT. We referred to both electronic databases (i.e., PubMed, Scopus, Google Scholar) and citations. Our findings show that while several scoring methods have been reported in literature, none of the reviewed methods enables us to fully assess the Stroop effect. Furthermore, we discuss several normative scoring methods from the Italian panorama as reported in literature. We claim for an alternative scoring method which takes into consideration both speed and accuracy of the response. Finally, we underline the importance of assessing the performance in all Stroop Test conditions (word reading, color naming, named color-word).Entities:
Keywords: executive functions; inhibition; neuropsychological assessment; stroop color and word test; systematic review
Year: 2017 PMID: 28446889 PMCID: PMC5388755 DOI: 10.3389/fpsyg.2017.00557
Source DB: PubMed Journal: Front Psychol ISSN: 1664-1078
Summary of data extracted from reviewed articles; those related to the Italian normative data are in bold.
| Ingraham et al., | IG = CW − [(W × C)/(W + C)] where IG: interference score; CW: number of items properly named in 45 s in the CW condition; W: number of items properly named in 45 s in the W condition; C: number of items properly named in 45 s in the C condition. |
| Troyer et al., |
Completion time for each condition. Number of errors (corrected, not corrected, total errors) in each condition. Low Interference score: W/C where W: time to read commons words printed in different colored ink; C: time to name colored dots. High Interference score: CW/C where CW: time to read colors names printed in incongruent colored ink; C: time to name colored dots. |
| Strickland et al., |
Time completion in W, C and CW condition. Errors in W, C, and CW condition. |
| Amato et al., |
Time to name 50 items in the CW condition. |
| Barbarotto et al., |
Correct answers in 30 s in C and in CW condition. Shortest interval (in seconds) of the sequence correctly read in C and CW condition. |
| Brugnolo et al., |
Correct answers in 30 s in W, C, and CW condition. T to read the table in W, C, and CW condition. |
| Caffarra et al., |
TI = CWT − [(WT + CT)/2] where TI: time interference score; WT: time to complete W condition; CT: time to complete C condition; CWT: time to complete CW condition. EI = CWE − [(WE + CE)/2] Where EI: error interference score; EI: errors interference score; WE: errors in W condition; CE: errors in C condition; CWE: errors in CW condition. |
| Valgimigli et al., |
I = [(DC − DI)/(DC + DI)] × 100 where DC: correct answers in 20 s in C condition; DI: correct answers in 20 s in CW condition. |
| Van der Elst et al., |
Time to complete W, C, and CW conditions. Number of errors not self-corrected in W, C, and CW conditions. Interference score: TI = CWT − [(WT + CT)/2] where TI: time interference score; WT: time to complete W condition; CT: time to complete C condition; CWT: time to complete CW condition. |
| Zalonis et al., |
Time to read 112 words of colors printed in incongruous colored ink. Number of errors and number of self-corrections in the CW condition. Interference score for the CW condition: Number of items properly named in 120 s—number of errors. |
| Zimmermann et al., |
Errors in W, C, and CW condition. Corrected answer in 45 s in W, C, and CW, condition. Interference score: Time to read CW + [errors CW × 2(time to read CW/number of items in CW)]. |
Figure 1Flow diagram of studies selection process.