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" Fuzzy solution concepts for non-cooperative games : "
Tina Verma, Amit Kumar.
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BL
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| Record Number
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861520
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| Main Entry
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Verma, Tina
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| Title & Author
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Fuzzy solution concepts for non-cooperative games : : interval, fuzzy and intuitionistic fuzzy payoffs /\ Tina Verma, Amit Kumar.
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| Publication Statement
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Cham, Switzerland :: Springer,, [2020].
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| Series Statement
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Studies in fuzziness and soft computing,; volume 383
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| Page. NO
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1 online resource (xiii, 166 pages) :: illustrations.
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| ISBN
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3030161625
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: 3030161633
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: 3030161641
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: 9783030161620
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: 9783030161637
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: 9783030161644
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3030161617
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9783030161613
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| Bibliographies/Indexes
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Includes bibliographical references.
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| Contents
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Matrix Games with Interval Payoffs -- Matrix Games with Fuzzy Payoffs -- Constrained Matrix Games with Fuzzy Payoffs -- Matrix Games with Intuitionistic Fuzzy Payoffs -- Bimatrix Games with Intuitionistic Fuzzy Payoffs.
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| Abstract
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This book proposes novel methods for solving different types of non-cooperative games with interval/fuzzy/intuitionistic fuzzy payoffs. It starts by discussing several existing methods and shows that some mathematically incorrect assumptions have been considered in all these methods. It then proposes solutions to adapt those methods and validate the new proposed methods, such as Gaurika method Ambika-I-IV, Mehar method and others, by using them for solving existing numerical problems. The book offers a comprehensive guide on non-cooperative games with fuzzy payoffs to both students and researchers. It provides them with the all the necessary tools to understand the methods and the theory behind them.
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| Subject
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Fuzzy mathematics.
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| Subject
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Noncooperative games (Mathematics)
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Fuzzy mathematics.
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Noncooperative games (Mathematics)
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| Dewey Classification
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519.3
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| LC Classification
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QA272.5
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| Added Entry
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Kumar, Amit
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