Arabpour AR, Tata M. Estimating the parameters of a fuzzy linear regression model. Iranian Journal of Fuzzy Systems. 2008;5:1–19.
Arefi M, Khammar AH. Nonlinear prediction of fuzzy regression model based on quantile loss function. Soft Computing. 2024;28:4861–4871.
Asadolahi M, Akbari MG, Hesamian G, Arefi M. A robust support vector regression with exact predictors and fuzzy responses. International Journal of Approximate Reasoning.
2021;132:206–225.
Balasundaram S, Meena Y. Robust support vector regression in primal with asymmetric Huber loss. Neural Processing Letters. 2019;49:1399–1431.
Basak D, Pal S, Patranabis DC. Support vector regression. Neural Information Processing Letters and Reviews. 2007;11(10):203–224
Chachi J, Roozbeh M. A fuzzy robust regression approach applied to bedload transport data. Communications in Statistics-Simulation and Computation. 2017;47:1703–1714.
Chachi J, Taheri SM. Multiple fuzzy regression model for fuzzy input-output data. Iranian Journal of Fuzzy Systems. 2016;13:63–78.
Chachi J, Taheri SM, Fattahi S, Ravandi AH. Two robust fuzzy regression models and their application in predicting imperfections of cotton yarn. Journal of Textiles and Polymers.
2016;4:60–68.
Chen C, Yan C, Zhao N, Guo B, Liu G. A robust algorithm of support vector regression with a trimmed Huber loss function in the primal. Soft Computing. 2017;21(18):5235–5243.
Chen LH, Hsueh CC. Fuzzy regression models using the least-squares method based on the concept of distance. IEEE Transactions on Fuzzy Systems. 2009;17:1259–1272.
Diamond P. Fuzzy least squares. Information Sciences. 1988;46:141–157.
D’Urso P, Chachi J. OWA fuzzy regression. International Journal of Approximate Reasoning. 2022;142:430–450.
Gu B, Sheng WS, Wang Z, Ho D, Osman S, Li S. Incremental learning for v-support vector regression. Neural Networks. 2015;67:140–150.
Hao PY, Chiang JH. Fuzzy Regression Analysis by Support Vector Learning Approach. IEEE Transactions on Fuzzy Systems. 2008;16(2):428–441.
Hasanpour H, Maleki HR, Yaghoobi MA. Fuzzy linear regression model with crisp coefficients: a goal programming approach. Iranian Journal of Fuzzy Systems. 2010;7:19–39.
Hesamian G, Akbari MG. Support vector logistic regression model with exact predictors and fuzzy responses. Journal of Ambient Intelligence and Humanized Computing. 2023;14(2):817–828.
Hojati M, Bector C, Smimou K. A simple method for computation of fuzzy linear regression. European Journal of Operational Research. 2005;166(1):172–184.
Hong DH, Hwang C. Support vector fuzzy regression machines. Fuzzy Sets and Systems. 2003;138(2):271–281.
Hong DH, Lee S, Do HY. Fuzzy linear regression analysis for fuzzy input-output data using shape-preserving operations. Fuzzy Sets and Systems. 2001;122:513–526.
Kao C, Chyu CL. Least-squares estimates in fuzzy regression analysis. European Journal of Operational Research. 2003;148(2):426–435.
Kelkinnama M, Taheri SM. Fuzzy least-absolutes regression using shape preserving operations. Information Sciences. 2012;214:105–120.
Khammar AH, Arefi M, Akbari MG. A robust least squares fuzzy regression model based on kernel function. Iranian Journal of Fuzzy Systems. 2020;17(4):105–119.
Khammar AH, Arefi M, Akbari MG. A general approach to fuzzy regression models based on different loss functions. Soft Computing. 2021;25:835–849.
Khammar AH, Arefi M, Akbari MG. Quantile fuzzy varying coefficient regression based on kernel function. Applied Soft Computing. 2021;107:Article No.: 107313.
Luo J, Zheng Y, Hong T, Luo A, Yang X. Fuzzy support vector regressions for short-term load forecasting. Fuzzy Optimization and Decision Making. 2024;23:363–385.
Moghadam A, Arefi M, Akbari MG. Support vector fuzzy linear regression with fuzzy error. Fuzzy Systems and its Applications. 2024;6(2):115–132.
Nasrabadi MM, Nasrabadi E. A mathematical-programming approach to fuzzy linear regression analysis. Applied Mathematics and Computation. 2004;155:873–881.
Pappis CP, Karacapilidis NI. A comparative assessment of measure of similarity of fuzzy values. Fuzzy Sets and Systems. 1993;56:171–174.
Sakawa M, Yano H. Multiobjective fuzzy linear regression analysis for fuzzy input-output data. Fuzzy Sets and Systems. 1992;47:173–181.
Taheri SM, Chachi J, D’Urso P. Fuzzy regression analysis based on M-estimates. Expert Systems with Applications. 2022;187:Article No.: 115891.
Tanaka H, Uejima S, Asai K. Linear Regression Analysis with Fuzzy Model. IEEE Transactions on Systems Man and Cybernetics. 1982;12:903–907.
Vapnik V, Golowich SE, Smola AJ. Support vector method for function approximation, regression estimation and signal. In: Mozer MC, Jordan M, Petsche T, editors. Advances in Neural Information Processing Systems 9. Cambridge: MIT Press; 1997. p. 281–287.
Wieszczy P, Grzegorzewski P. Support vector machines in fuzzy regression. In: de Tré G, Grzegorzewski P, Kacprzyk J, Owsinski JW, Penczek W, Zadrozny S, editors. Challenging
Problems and Solutions in Intelligent Systems vol. 634 of Studies in Computational Intelligence. Switzerland: Springer; 2016. p. 103–138.
Wu B, Tseng NF. A new approach to fuzzy regression models with application to business cycle analysis. Fuzzy Sets and Systems. 2002;130:33–42.
Yang MS, Lin TS. Fuzzy least-squares linear regression analysis for fuzzy input-output data. Fuzzy Sets and Systems. 2002;126:389–399.
Yang X, Tan L, He L. A robust least squares support vector machine for regression and classification with noise. Neurocomputing. 2014;140:41–52.
Zeng W, Feng Q, Lia J. Fuzzy least absolute linear regression. Applied Soft Computing. 2016;52:1009–1019.
Zhao YP, Sun JG. Robust support vector regression in the primal. Neural Networks. 2008;21(10):1548–1555.
Zhao YP, Sun JG. Robust truncated support vector regression. Expert Systems with Applications. 2010;37(7):5126–5133.
Zimmermann HJ. Fuzzy Set Theory and Its Applications. Dordrecht: Springer Science and Business Media; 2001.