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Adaptive Algorithm of Tracking the Best Experts Trajectory

机译:跟踪最佳专家轨迹的自适应算法

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摘要

The problem of decision theoretic online learning is discussed. There is the set of methods, experts, and algorithms capable of making solutions (or predictions) and suffering losses due to the inaccuracy of their solutions. An adaptive algorithm whereby expert solutions are aggregated and sustained losses not exceeding (to a certain quantity called a regret) those of the best combination of experts distributed over the prediction interval is proposed. The algorithm is constructed using the Fixed-Share method combined with the Ada-Hedge algorithm used to exponentially weight expert solutions. The regret of the proposed algorithm is estimated. In the context of the given approach, there are no any stochastic assumptions about an initial data source and the boundedness of losses. The results of numerical experiments concerning the mixing of expert solutions with the help of the proposed algorithm are presented. The strategies of games on financial markets, which were suggested in our previous papers, play the role of expert strategies.
机译:讨论了决策理论在线学习的问题。有一套方法,专家和算法能够制定解决方案(或预测),并因其解决方案的准确性而遭受损失。提出了一种自适应算法,通过该算法可以汇总专家解决方案,并且持续损失不超过(在一定程度上称为后悔)分布在预测区间内的专家的最佳组合。该算法使用固定份额方法与用于指数加权专家解决方案的Ada-Hedge算法相结合构造而成。估计了所提出算法的遗憾。在给定方法的上下文中,没有关于初始数据源和损失的有界性的任何随机假设。提出了与专家算法混合的数值实验结果。我们之前的论文中提出的金融市场博弈策略起着专家策略的作用。

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