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Bacterial Route Finding and Collective Escape in Mazes and Fractals

Trung V. Phan, Ryan J. Morris, Matthew E. Black, Khanh Dang Tuan, Ke-Chih Lin, Krisztina Nagy, James C. Sturm, Julia Bos, Robert H. Austin

2020Physical Review X35 citationsDOIOpen Access PDF

Abstract

Bacteria which grow not on the featureless agar plates of the microbiology lab but in the real world must navigate topologies which are nontrivially complex, such as mazes or fractals. We show that chemosensitive motile E. coli can efficiently explore nontrivial mazes in times much shorter than a no-memory (Markovian) walk would predict, and can collectively escape from a fractal topology. The strategies used by the bacteria include individual power-law probability distribution function exploration, the launching of chemotactic collective waves with preferential branching at maze nodes and defeating of fractal pumping, and bet hedging in case the more risky attempts to find food fail.

Topics & Concepts

FractalLicenseTopology (electrical circuits)Computer scienceRandom walkNetwork topologyAttributionSubject (documents)Statistical physicsMathematical economicsSociologyPhysicsMathematicsCombinatoricsPsychologyWorld Wide WebStatisticsSocial psychologyMathematical analysisOperating systemMolecular Communication and NanonetworksSlime Mold and Myxomycetes ResearchMathematical Biology Tumor Growth
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