Pages that link to "Item:Q5085339"
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The following pages link to A survey on the blow-up method for fast-slow systems (Q5085339):
Displaying 14 items.
- Geometric desingularization of degenerate singularities in the presence of fast rotation: A new proof of known results for slow passage through Hopf bifurcations (Q344734) (← links)
- Controlling Canard cycles (Q2155920) (← links)
- A SURVEY ON THE BLOW UP TECHNIQUE (Q4908421) (← links)
- Discretized fast-slow systems near transcritical singularities (Q5380371) (← links)
- Discrete geometric singular perturbation theory (Q6043582) (← links)
- Adaptive dynamical networks (Q6051222) (← links)
- Pushed fronts in a Fisher-KPP-Burgers system using geometric desingularization (Q6071899) (← links)
- Geometric blow-up for folded limit cycle manifolds in three time-scale systems (Q6188973) (← links)
- Large relaxation oscillation in slow-fast excitable Brusselator oscillator (Q6577382) (← links)
- The hyperbolic umbilic singularity in fast-slow systems (Q6592192) (← links)
- Geometric analysis of fast-slow PDEs with fold singularities via Galerkin discretisation (Q6623093) (← links)
- A topological perspective on singular canards for critical sets with transverse intersections (Q6629993) (← links)
- A formal geometric blow-up method for pattern forming systems (Q6629996) (← links)
- Geometric analysis of a truncated Galerkin discretization of fast-slow PDEs with transcritical singularities (Q6661624) (← links)