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Mathematical morphology and spatial reasoning: fuzzy and bipolar setting
2021Summary: This paper summarizes the mathematical aspects of fuzzy and bipolar mathematical morphology and shows how morphological operators can be applied to define spatial relations, and then used for spatial reasoning. Fuzzy sets are useful both at representation level and at reasoning level, and contribute to establish links between various areas of ...
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Fuzzy Bipolar Mathematical Morphology: A General Algebraic Setting
2011Bipolar information is an important component in information processing, to handle both positive information (e.g. preferences) and negative information (e.g. constraints) in an asymmetric way. In this paper, a general algebraic framework is proposed to handle such information using mathematical morphology operators, leading to results that apply to ...
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COMPARISON OF INTERVAL-VALUED FUZZY SETS, INTUITIONISTIC FUZZY SETS, AND BIPOLAR-VALUED FUZZY SETS
Computing and Information Technologies, 2001KEON-MYUNG LEE +2 more
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APPLICATION OF BIPOLAR FUZZY ROUGH SETS
Advances in Mathematics: Scientific Journal, 2020S. Anita Shanthi, M. Saranya
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Graphs for the Analysis of Bipolar Fuzzy Information
Studies in Fuzziness and Soft Computing, 2021Muhammad Akram +2 more
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A Novel Trapezoidal Bipolar Fuzzy TOPSIS Method for Group Decision-Making
Group Decision and Negotiation, 2019Muhammad Akram
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