Design and implementation of efficient algorithms for three way decisions using rough set theory
Loading...
Date
item.page.authors
Journal Title
Journal ISSN
Volume Title
Publisher
Abstract
In the contemporary day, which is defined by a large amount of data, it is crucial to
newlineuse advanced analytical techniques to extract valuable insights. This thesis examines
newlinethe field of data mining and decision-making, specifically looking at how Rough Set
newlineTheory (RST) and Three-Way Decisions (TWDs) might be used to address the
newlinedifficulties presented by large, ambiguous, and complex datasets.
newlineRough Set Theory is a useful paradigm for handling incomplete data, making it wellsuited for modern datasets that contain noise, missing elements, or mistakes. Feature
newlineselection plays a crucial role, especially in the fields of machine learning and data
newlinemining. Rough set-based approaches can significantly improve the performance and
newlineefficiency of models by effectively reducing dimensionality and identifying relevant
newlinefeatures. The lasting significance of Rough Set-based attribute reduction endures due
newlineto its capacity to manage uncertainty, generate interpretable models, enable feature
newlineselection, maintain transparency, accommodate granular data, and find applications in
newlinevarious areas. The superiority of rough sets over fuzzy sets in attribute reduction for data analysis
newlineis apparent, especially in terms of rationality and straightforwardness. Rough sets
newlineprovide a clear and understandable framework for handling ambiguity and vagueness
newlinein data by dividing qualities into separate lower and upper approximation sets. This research conducts a thorough analysis of feature selection approaches, including
newlinea complete overview of their concepts and a detailed investigation of attribute
newlinereduction methods based on rough set theory. It presents a new method for reducing
newlineattributes by giving priority to removing qualities depending on their significance.
newline