资源论文Learning Higher-Order Logic Programs through Abstraction and Invention

Learning Higher-Order Logic Programs through Abstraction and Invention

2019-11-22 | |  59 |   37 |   0
Abstract stractions extends the Meta-Interpretive Learning framework and is supported by the use of a userextendable set of higher-order operators, such as map, until, and ifthenelse. Using these operators reduces the textual complexity required to express target classes of programs. We provide sample complexity results which indicate that the approach leads to reductions in the numbers of examples required to reach high predictive accuracy, as well as significant reductions in overall learning time. Our experiments demonstrate increased accuracy and reduced learning times in all cases. We believe that this paper is the first in the literature to demonstrate the efficiency and accuracy advantages involved in the use of higher-order abstractions.

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