Pages that link to "Item:Q869453"
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The following pages link to Liénard systems and potential-Hamiltonian decomposition. I: Methodology (Q869453):
Displaying 12 items.
- Cyclic negative feedback systems: what is the chance of oscillation? (Q458728) (← links)
- Liénard systems and potential-Hamiltonian decomposition. II: Algorithm (Q868973) (← links)
- Liénard systems and potential-Hamiltonian decomposition. III: Applications (Q869720) (← links)
- Construction of Lyapunov functions using Helmholtz-Hodge decomposition (Q1735345) (← links)
- Dynalets: A New Tool for Biological Signal Processing (Q2787236) (← links)
- Global regulation of individual decision making (Q2830315) (← links)
- Zero-diffusion domains in reaction-diffusion morphogenetic and epidemiologic processes (Q2843513) (← links)
- Linear and nonlinear arabesques: a study of closed chains of negative 2-element circuits (Q2866048) (← links)
- A model of mechanical interactions between heart and lungs (Q3579056) (← links)
- Synchrony in reaction–diffusion models of morphogenesis: applications to curvature-dependent proliferation and zero-diffusion front waves (Q3579062) (← links)
- Application of Helmholtz–Hodge decomposition to the study of certain vector fields (Q5870668) (← links)
- René Thom and his impact on modeling in biology (Q6644463) (← links)