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Probabilistic situations for reasoning

机译:推理的概率情况

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One of the most substantial advantages that human analysts have over machine algorithms is the ability to seamlessly integrate sensed data into a situation-based internal narrative. Replicating an analogous internal representation algorithmically has proved to be a challenging problem that is the focus of much current research. For a machine to more accurately make complex decisions over a stable, consistent and useful representation, situations must be inferred from prior experience and corroborated by incoming data. We believe that a common mathematical framework for situations that addresses varying levels of complexity and uncertainty is essential to meeting this goal. In this paper, we present work in progress on developing the mathematics for probabilistic situations.
机译:相比于机器算法,人类分析人员最重要的优势之一就是能够将感知到的数据无缝集成到基于情境的内部叙述中。通过算法复制类似的内部表示已被证明是一个具有挑战性的问题,这是许多当前研究的重点。为了使机器能够根据稳定,一致和有用的表示来更准确地做出复杂的决策,必须根据先前的经验来推断情况,并通过传入的数据来证实这种情况。我们认为,针对各种情况的复杂性和不确定性的通用数学框架对于实现此目标至关重要。在本文中,我们介绍了针对概率情况发展数学的工作。

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