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The behaviour of basic autocatalytic signalling modules in isolation and embedded in networks
J Krishnan1, Kristina Mois2, Thapanar Suwanmajo2
1Department of Chemical Engineering, Centre for Process Systems Engineering, Institute for Systems and Synthetic Biology, Imperial College London, London SW7 2AZ, United Kingdom.
Autocatalytic feedback modules exhibit distinct behaviors when isolated versus within networks. Network context significantly alters module dynamics, impacting thresholds and bistability, with crucial differences between deterministic and stochastic simulations.
Area of Science:
- Biochemistry
- Systems Biology
- Chemical Kinetics
Background:
- Autocatalytic feedback modules, where a species catalyzes its own production, are fundamental in biological and chemical systems.
- Understanding their behavior in isolation and within complex networks is crucial for deciphering cellular processes and chemical reactions.
Purpose of the Study:
- To systematically investigate the behavior of autocatalytic feedback modules.
- To analyze how network context influences module dynamics, including threshold and bistable behaviors.
- To compare deterministic and stochastic dynamics of these modules within various network structures.
Main Methods:
- Isolated analysis of autocatalytic feedback modules.
- Embedding modules in diverse network architectures (cycles, chains, feedback networks).
- Deterministic and stochastic simulations, analytical work, and bifurcation analysis.
Main Results:
- Significant differences observed between isolated and networked module behavior.
- Network topology and module position can unexpectedly alter or induce thresholds and bistability.
- Deterministic and stochastic dynamics can diverge significantly within networks, influenced by the ambient network.
Conclusions:
- Network context profoundly impacts autocatalytic module function, deviating from isolated behavior.
- Topological and positional effects within networks are critical and often counterintuitive.
- Stochasticity introduces further complexity, highlighting the importance of considering both deterministic and stochastic dynamics in network analysis.
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