Acceleration of evolutionary processes by learning and extended Fisher's fundamental theorem
Acceleration of evolutionary processes by learning and extended Fisher's fundamental theorem
复制标题
通过学习和扩展费舍尔基本定理加速进化过程
DOI:
10.1103/physrevresearch.4.013069
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发表时间:
2022
影响因子:
4.2
通讯作者:
Tetsuya J. Kobayashi
中科院分区:
文献类型:
--
作者:
So Nakashima;Tetsuya J. Kobayashi
Natural selection is a general and powerful concept to explain evolutionary processes in biological organisms and to design engineering systems such as genetic algorithms. In conventional biology, it is assumed that changes in an organism occur solely from random mutations, which are independent of its ancestors' experiences. However, there is accumulating evidence that organisms transmit their information to the next generation via epigenetic states or other methods of information transfer. This information may enable descendants to learn adaptive traits without relying on selection and may accelerate evolution when combined with natural selection. The combination of natural selection and individual learning is also becoming important for engineering applications to improve genetic algorithms or reinforcement learning. While acceleration of the evolutionary process by learning has previously been suggested, no theoretical foundation is available to support it. To accelerate evolutionary processes by learning, individuals should be able to learn behaviors to optimize fitness, which is a trait of the population rather than the individual. It has not yet been clarified whether and how individual learning can improve fitness and thereby accelerate evolution. We also lack a methodology to quantify acceleration and thus enable us to understand, verify, and predict the impacts of learning. In this work, we show that agents can accelerate the evolutionary process by ancestral learning, which employs the information transmitted only from their ancestors (ancestral information). We then clarify that acceleration occurs because ancestral information enables agents to estimate the gradient of fitness. Finally, to quantify acceleration, we extend Fisher's fundamental theorem for natural selection to ancestral learning. The extended Fisher's fundamental theorem relates acceleration to the variation of individual fitness, and thus enables a quantitative understanding of when, how, and why learning is beneficial.