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引用次数: 45

摘要

Valiant(2007)提出了一个进化的计算模型,并建议在计算学习理论的框架下研究达尔文进化。Valiant将进化描述为一种受限制的学习形式,其中探索仅限于一系列可能的突变,并通过适者生存的突变获得反馈。在随后的工作中,Feldman(2008)表明Valiant模型中的可进化性等同于相关统计查询(CSQ)模型中的学习。我们将Valiant的模型扩展到包括基因重组,并表明在某些情况下,重组可以显著加快进化过程的世代数量,尽管代价是群体规模。这是通过将并行csq算法简化为结合重组的进化来实现的。相对于之前已知的关于受限分布的演化连词和半空间的结果,这给出了指数级的加速(就代数而言)。
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Evolution with Recombination
Valiant (2007) introduced a computational model of evolution and suggested that Darwinian evolution be studied in the framework of computational learning theory. Valiant describes evolution as a restricted form of learning where exploration is limited to a set of possible mutations and feedback is received through the survival of the fittest mutation. In subsequent work Feldman (2008) showed that evolvability in Valiant's model is equivalent to learning in the correlational statistical query (CSQ) model. We extend Valiant's model to include genetic recombination and show that in certain cases, recombination can significantly speed-up the process of evolution in terms of the number of generations, though at the expense of population size. This follows via a reduction from parallel-CSQ algorithms to evolution with recombination. This gives an exponential speed-up (in terms of the number of generations) over previous known results for evolving conjunctions and half spaces with respect to restricted distributions.
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