• Title of article

    FUZZY LOGISTIC REGRESSION: A NEW POSSIBILISTIC MODEL AND ITS APPLICATION IN CLINICAL VAGUE STATUS

  • Author/Authors

    Pourahmad، Saeedeh نويسنده Pourahmad, Saeedeh , S. Mohammad Taghi Ayatollahi، S. Mohammad Taghi Ayatollahi نويسنده S. Mohammad Taghi Ayatollahi, S. Mohammad Taghi Ayatollahi , S. Mahmoud Taheri، S. Mahmoud Taheri نويسنده S. Mahmoud Taheri, S. Mahmoud Taheri

  • Issue Information
    فصلنامه با شماره پیاپی 0 سال 2011
  • Pages
    17
  • From page
    1
  • To page
    17
  • Abstract
    Abstract. Logistic regression models are frequently used in clinical research and particularly for modeling disease status and patient survival. In practice, clinical studies have several limitations For instance, in the study ofra re diseases or due ethical considerations, we can only have small sample sizes. In addition, the lack ofs uitable and advanced measuring instruments lead to non-precise observations and disagreements among scientists in defining disease criteria have led to vague diagnosis. Also, specialists often report their opinion in linguistic terms rather than numerically. Usually, because oft hese limitations, the assumptions oft he statistical model do not hold and hence their use is questionable. We therefore need to develop new methods for modeling and analyzing the problem. In this study, a model called the “ fuzzy logistic model ” is proposed for the case when the explanatory variables are crisp and the value ofthe binary response variable is reported as a number between zero and one (indicating the possibility ofh aving the property). In this regard, the concept of“ possibilistic odds ” is also introduced. Then, the methodology and formulation of this model is explained in detail and a linear programming approach is use to estimate the model parameters. Some goodness-of-fit criteria are proposed and a numerical example is given as an example.
  • Journal title
    Iranian Journal of Fuzzy Systems (IJFS)
  • Serial Year
    2011
  • Journal title
    Iranian Journal of Fuzzy Systems (IJFS)
  • Record number

    652269