1990
DOI: 10.1007/bf02294610
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On the use of ridit analysis

Abstract: ordinal scale, categorical scale, asymptotic normality, U-statistic, ranks,

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Cited by 29 publications
(8 citation statements)
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“…It is essentially a weight allotted to a response group that reflects the probability of its appearance in the standard distribution. This technique is considered to facilitate the data analysis of variables that exceed dichotomous classifications and are well-organized (Panda, 2012), which is predominantly helpful in the statistical analysis of items with a three-point scale rating or more based on universal standards and several item indices (Beder and Heim, 1990). The RIDIT value is a number allotted to a particular response category of a variable as an assigned weight, which imitates the chance of that category appearing in the standard distribution.…”
Section: Methodsmentioning
confidence: 99%
“…It is essentially a weight allotted to a response group that reflects the probability of its appearance in the standard distribution. This technique is considered to facilitate the data analysis of variables that exceed dichotomous classifications and are well-organized (Panda, 2012), which is predominantly helpful in the statistical analysis of items with a three-point scale rating or more based on universal standards and several item indices (Beder and Heim, 1990). The RIDIT value is a number allotted to a particular response category of a variable as an assigned weight, which imitates the chance of that category appearing in the standard distribution.…”
Section: Methodsmentioning
confidence: 99%
“…RIDIT analysis is an effective method to study the data, following the Likert scale (Bross, 1958). There are no assumptions in RIDIT analysis for the population distribution of the study, so it is a “distribution-free” analysis (Beder & Heim, 1990; Bhattacharya & Kumar, 2017; Bross, 1958). Kruskal–Wallis (W) is a statistical test in RIDIT analysis, which confirms the results for “goodness of fit” (Bhattacharya & Kumar, 2017; Sadhukhan et al, 2015).…”
Section: Literature Reviewmentioning
confidence: 99%
“…Bross first introduced RIDIT analysis in 1958, and later different researchers improved it (Beder & Heim, 1990; Bhattacharya & Kumar, 2017). RIDIT analysis is an effective method to study the data, following the Likert scale (Bross, 1958).…”
Section: Literature Reviewmentioning
confidence: 99%
“…This is the mean squared ridit for B, yzs/A. An approximate 100( 1 -CX)% confidence interval of the mean ridit comparison is then given by: FA/B (or rm> f 7212 r ~ &rf%+&i N'4 NB (Beder and Heim, 1990). For the data in Table 1, an approximate 95% confidence interval (i.e., using 20,025 = 1.96) for the probability that a typical low-dose patient will have more pain-related sleep interference than a typical high dose patient is 0.695 f 1.96 d 0.553-0.6952+0.134-0.3052 22 18 = [0.550,0.840] The ridit comparison indicates a clear advantage for the high-dose group in controlling painful sleep disturbances.…”
Section: Calculation Of Ridit Scores and Associated Confidence Intervalsmentioning
confidence: 99%