| Document Type
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BL
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| Record Number
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747356
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| Doc. No
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b567307
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| Main Entry
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Shoumei Li [and others], eds.
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| Title & Author
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Nonlinear mathematics for uncertainty and its applications\ Shoumei Li [and others], eds.
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| Publication Statement
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Berlin : Springer-Verlag, ©2011.
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| Series Statement
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Advances in intelligent and soft computing, 100.
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| Page. NO
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xvii, 709 pages : illustrations ; 24 cm
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| ISBN
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3642228321
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: 364222833X
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: 9783642228322
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: 9783642228339
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| Notes
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Proceedings of a conference of the same name held Sept. 7-9, 2011 at Beijing University of Technology.
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| Contents
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From the content: Ordinal Preference Models Based on S-Integrals and Their Verification.- Strong Laws of Large Numbers for Bernoulli Experiments under Ambiguity.- Comparative Risk Aversion for g-Expected Utility Maximizers.- Riesz Type Integral Representations for Comonotonically Additive Functionals.- Pseudo-Concave Integrals.- On Spaces of Bochner and Pettis Integrable Functions and Their Set-Valued Counterparts.- Upper Derivatives of Set Functions Represented as the Choquet Indefinite Integral.- On Regularity for Non-Additive Measure.
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| Abstract
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This volume is a collection of papers presented at the international conference on Nonlinear Mathematics for Uncertainty and Its Applications (NLMUA2011), held at Beijing University of Technology during the week of September 7--9, 2011. The conference brought together leading researchers and practitioners involved with all aspects of nonlinear mathematics for uncertainty and its applications. Over the last fifty years there have been many attempts in extending the theory of classical probability and statistical models to the generalized one which can cope with problems of inference and decision.
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| Subject
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Probabilities -- Congresses.
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| Subject
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Probabilities.
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| Subject
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Uncertainty -- Mathematical models -- Congresses.
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| LC Classification
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QC20.7.N6S568 2011
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| Added Entry
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Beijing gong ye da xue.
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Shoumei Li
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