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Descriptive Comparison of the Rating Scales Through Different Scale Estimates: Simulation-Based Analysis.

, , , , и . SMPS, том 832 из Advances in Intelligent Systems and Computing, стр. 9-16. Springer, (2018)

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Beatriz Nussbaumer

Beatriz Marcotegui

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Beatriz Kaamiño

 

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Interval arithmetic-based simple linear regression between interval data: Discussion and sensitivity analysis on the choice of the metric., , , и . Inf. Sci., (2012)Hypothesis testing for means in connection with fuzzy rating scale-based data: algorithms and applications., , , , и . Eur. J. Oper. Res., 251 (3): 918-929 (2016)Advantages of M-estimators of location for fuzzy numbers based on Tukey's biweight loss function., и . Int. J. Approx. Reason., (2018)Tukey's Biweight Loss Function for Fuzzy Set-Valued M-estimators of Location., и . SMPS, том 456 из Advances in Intelligent Systems and Computing, стр. 447-454. Springer, (2016)The Median of a Random Interval., , , и . SMPS, том 77 из Advances in Intelligent and Soft Computing, стр. 575-583. Springer, (2010)Descriptive Comparison of the Rating Scales Through Different Scale Estimates: Simulation-Based Analysis., , , , и . SMPS, том 832 из Advances in Intelligent Systems and Computing, стр. 9-16. Springer, (2018)An analysis of the median of a fuzzy random variable based on Zadeh's extension principle., и . IFSA-EUSFLAT, Atlantis Press, (2015)Study of the choice of the weighting measure aphi; on the aphi;-wabl/ldev/rdev median., и . IFSA-EUSFLAT, Atlantis Press, (2015)The Wabl/Ldev/Rdev Median of a Random Fuzzy Number and Statistical Properties., , и . SMPS, том 315 из Advances in Intelligent Systems and Computing, стр. 143-150. Springer, (2014)Empirical analysis of the maximum asymptotic bias of location estimators for fuzzy number-valued data., и . Int. J. Approx. Reason., (2019)