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A Few Notes on Statistical Learning Theory

机译:关于统计学习理论的几点说明

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In these notes our aim is to survey recent (and not so recent) results regarding the mathematical foundations of learning theory. The focus in this article is on the theoretical side and not on the applicative one; hence, we shall not present examples which may be interesting from the practical point of view but have little theoretical significance. This survey is far from being complete and it focuses on problems the author finds interesting (an opinion which is not necessarily shared by the majority of the learning community). Relevant books which present a more evenly balanced approach are, for example. The starting point of our discussion is the formulation of the learning problem. Consider a class G, consisting of real valued functions defined on a space Ω, and assume that each g ∈ G maps Ω into. Let T be an unknown function, T : Ω → and set μ to be an unknown probability measure on Ω.
机译:在这些注释中,我们的目的是调查有关学习理论的数学基础的最新(而非最近)结果。本文的重点是理论方面,而不是应用方面。因此,我们将不提供从实践角度看可能有趣但理论意义不大的示例。这项调查远未完成,而是侧重于作者发现有趣的问题(大多数学习社区不一定同意的观点)。例如,呈现出更加均衡的方法的相关书籍。我们讨论的出发点是学习问题的表述。考虑一个G类,它由在一个空间Ω上定义的实值函数组成,并假定每个g∈G都将Ω映射到。设T为未知函数T:Ω→并将μ设为Ω的未知概率度量。

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