Titlebook: Measuring Uncertainty within the Theory of Evidence; Simona Salicone,Marco Prioli Book 2018 Springer International Publishing AG, part of

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偶然

Simona Salicone,Marco PrioliDefines a rigorous mathematical setting that fosters the identification of an effective uncertainty propagation method.Offers a beneficial alternative approach using examples of uncertainty propagatio

Inflated

Springer Series in Measurement Science and Technologyhttp://image.papertrans.cn/m/image/628227.jpg

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Introduction,It is widely recognized, by the scientific and technical community, that measurements are the bridge between the empiric world and that of the abstract concepts. In fact, from a quantitative point of view, measurements represent the only possible source of knowledge in the description of a particular feature or phenomenon of the physical world.

令人不快

混雜人

Mathematical Methods to Handle Measurement UncertaintyAs stated in Chapter ., the modern Theory of Measurements is based on the Theory of Uncertainty that has replaced the old Theory of Errors.

緩解

Introduction: Probability and Belief FunctionsThe mathematical Theory of Evidence has been introduced by Shafer in the 1970s as a reinterpretation of Dempster’s statistical inference. Shafer’s Theory of Evidence begins with the familiar idea of using a number between 0 and 1 to indicate the degree of belief for a proposition on the basis of the available evidence.

災(zāi)禍

Freeze

Particular Cases of the Theory of EvidenceMost of the basic definitions given in the previous sections depend on the focal elements. Therefore, adding suitable constraints to the focal elements may lead to some interesting particular cases of the Theory of Evidence.

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