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arXiv 2001.00742stat.MLcs.AIcs.LG

Decomposable Probability-of-Success Metrics in Algorithmic Search

Harvey Mudd College(哈维穆德学院);Claremont McKenna College(克莱蒙特·麦肯纳学院);Pomona College(波莫纳学院)

Tyler Sam, Jake Williams, Abel Tadesse, Huey Sun, George Montanez

英文摘要:

Previous studies have used a specific success metric within an algorithmic search framework to prove machine learning impossibility results. However, this specific success metric prevents us from applying these results on other forms of machine learning, e.g. transfer learning. We define decomposable metrics as a category of success metrics for search problems which can be expressed as a linear operation on a probability distribution to solve this issue. Using an arbitrary decomposable metric to measure the success of a search, we demonstrate theorems which bound success in various ways, generalizing several existing results in the literature.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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