Pages that link to "Item:Q482267"
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The following pages link to Combinatorial approaches to Hopf bifurcations in systems of interacting elements (Q482267):
Displaying 11 items.
- Using sign patterns to detect the possibility of periodicity in biological systems (Q264093) (← links)
- Adding species to chemical reaction networks: preserving rank preserves nondegenerate behaviours (Q2141170) (← links)
- Inheritance of oscillation in chemical reaction networks (Q2279240) (← links)
- Toric ideals and graph theory to analyze Hopf bifurcations in mass action systems (Q2456612) (← links)
- Structural analysis in biology: a control-theoretic approach (Q2664202) (← links)
- Some results on injectivity and multistationarity in chemical reaction networks (Q2808177) (← links)
- Nonlinear dynamics with Hopf bifurcations by targeted mutation in the system of rock-paper-scissors metaphor (Q4631831) (← links)
- Combinatorial optimization by simulating adiabatic bifurcations in nonlinear Hamiltonian systems (Q4633149) (← links)
- Building Oscillatory Chemical Reaction Networks by Adding Reversible Reactions (Q5117974) (← links)
- A Graph-Theoretic Condition for Delay Stability of Reaction Systems (Q5864060) (← links)
- The smallest bimolecular mass action reaction networks admitting Andronov–Hopf bifurcation (Q5872375) (← links)