Journal
EXPERT SYSTEMS
Volume 20, Issue 5, Pages 287-297Publisher
WILEY
DOI: 10.1111/1468-0394.00253
Keywords
rough set approximations; granular computing; decision-theoretic rough set model; rule induction; high order rules; belief functions
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Probabilistic approaches to rough sets in granulation, approximation and rule induction are reviewed. The Shannon entropy function is used to quantitatively characterize partitions Of a universe. Both algebraic and probabilistic rough set approximations are studied. The probabilistic approximations are defined in a decision-theoretic framework. The problem of rule induction, a major application of rough set theory, is studied in probabilistic and information-theoretic terms. Two types of rules are analyzed the local, low order rules, and the global, high order rules.
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