Proves parameter-space partitions into regions with unique stable equilibria in n-strain models via explicit Perron-Volterra Lyapunov functions for boundary and coexistence equilibria.
arXiv preprint arXiv:2412.15776 , year=
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A renormalization-group-inspired scale-splitting algorithm generates hierarchical formulas for dynamics in large dilute chemical reaction networks, illustrated on the formose reaction.
The authors develop a mixed-integer optimization model that constructs nested self-amplifying multiperiod hypergraphs to identify growth-enabling structures in systems such as input-output economies and autocatalytic chemical networks.
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Constructing Nested Self-Amplifying Multiperiod Hypergraphs through Mathematical Optimization
The authors develop a mixed-integer optimization model that constructs nested self-amplifying multiperiod hypergraphs to identify growth-enabling structures in systems such as input-output economies and autocatalytic chemical networks.