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    An Introduction to Measure -Theoretic Probability

    By: George G. Roussas

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    Only available to order
    Estimated 10 - 14 business days until dispatch

    If ordered before the 14th of December, this product should arrive by Christmas unless it is going to regional Australia
    "In this introductory chapter, the concepts of a field and of a [sigma]-field are introduced, they are illustrated bymeans of examples, and some relevant basic results are derived.Also, the concept of a monotone class is defined and its relationship to certain fields and [sigma]-fields is investigated. Given a collection of measurable spaces, their product space is defined, and some basic properties are established. The concept of a measurable mapping is introduced, and its relation to certain [sigma]-fields is studied. Finally, it is shown that any random variable is the pointwise limit of a sequence of simple random variables"--

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