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Self-organized mechanisms are frequently encountered in nature and known to achieve flexible, adaptive control and decision-making. Noise plays a crucial role in such systems: It can enable a self-organized system to reliably adapt to short-term changes in the environment while maintaining a generally stable behavior. This is fundamental in biological systems because they must strike a delicate balance between stable and flexible behavior. In the present paper we analyse the role of noise in the decision-making of the true slime mold  Physarum polycephalum , an important model species for the investigation of computational abilities in simple organisms. We propose a simple biological experiment to investigate the reaction of  P. polycephalum  to time-variant risk factors and present a stochastic extension of an established mathematical model for  P. polycephalum  to analyze this experiment. It predicts that—due to the mechanism of stochastic resonance—noise can enable  P. polycephalum  to correctly assess time-variant risk factors, while the corresponding noise-free system fails to do so. Beyond the study of  P. polycephalum  we demonstrate that the influence of noise on self-organized decision-making is not tied to a specific organism. Rather it is a general property of the underlying process dynamics, which appears to be universal across a wide range of systems. Our study thus provides further evidence that stochastic resonance is a fundamental component of the decision-making in self-organized macroscopic and microscopic groups and organisms.

The role of noise in self-organized decision making by the true slime mold Physarum polycephalum