In dealing with real-world data and models that are consistently and uncertainty, selecting appropriate
criteria for measurement and analysis plays a any system. This research examines the importance and
efficiency of criteria based on information theory for assessing the degree of uncertainty. The study primarily
focuses on generalizations and extended versions of Tsallis exteropy, particulary their application
within the framework of Dempster-Shafer evidence theory.
In this regard, the theoretical and structural properties of versions of Tsallis exteropy and analyzed
and compared and their effectiveness in classification problems is evaluated. The results indicate that
the extended criteria based on Tsallis exteropy, especially under conditions of high uncertainty, provide
suitable capabilities for assessing ambiguity and improving the decision-making process.