Titlebook: Uncertainty Theory; A Branch of Mathemat Baoding Liu Book 2010 Springer Berlin Heidelberg 2010 Credibility Theory.Fuzzy Sets.Random Fuzzy T

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Uncertainty Theory,e age”, and “big size”. How do we understand them? Perhaps some people think that they are subjective probability or they are fuzzy concepts. However, a lot of surveys showed that those imprecise quantities behave neither like randomness nor like fuzziness. This fact provides a motivation to invent

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Uncertain Programming,neral framework of uncertain programming, including expected value model, chance-constrained programming, dependent-chance programming, uncertain dynamic programming and uncertain multilevel programming. Finally, we present some uncertain programming models for project scheduling problem, vehicle ro

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Uncertain Differential Equation, equation was then introduced into finance by Liu [123] in 2009. After that, an existence and uniqueness theorem of solution of uncertain differential equation was proved by Chen and Liu [17], and a stability theorem was showed by Chen [20]..This chapter will discuss the existence, uniqueness and st

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Uncertain Logic,opositional logic designed by Li and Liu [96] in which the truth value of an uncertain proposition is defined as the uncertain measure that the proposition is true. An important contribution is the truth value theorem by Chen and Ralescu [18] that provides a numerical method for calculating the trut

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