Pages that link to "Item:Q723696"
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The following pages link to Saddle slow manifolds and canard orbits in \(\mathbb{R}^{4}\) and application to the full Hodgkin-Huxley model (Q723696):
Displaying 11 items.
- Canard solutions in neural mass models: consequences on critical regimes (Q2129620) (← links)
- Fast-slow analysis as a technique for understanding the neuronal response to current ramps (Q2163553) (← links)
- Big Ducks in the Heart: Canard Analysis Can Explain Large Early Afterdepolarizations in Cardiomyocytes (Q4964238) (← links)
- Existence of Transonic Solutions in the Stellar Wind Problem with Viscosity and Heat Conduction (Q4983531) (← links)
- Computational Singular Perturbation Method for Nonstandard Slow-Fast Systems (Q5109374) (← links)
- Eight Perspectives on the Exponentially Ill-Conditioned Equation $\varepsilon y'' - x y' + y = 0$ (Q5113168) (← links)
- A Surface of Heteroclinic Connections Between Two Saddle Slow Manifolds in the Olsen Model (Q5148895) (← links)
- Computing Slow Manifolds of Saddle Type (Q5191314) (← links)
- Canards Underlie Both Electrical and Ca$^{2+}$-Induced Early Afterdepolarizations in a Model for Cardiac Myocytes (Q5864059) (← links)
- A heteroclinic surface between two saddle slow manifolds organizing sectors of rotation of mixed-mode oscillations (Q6629999) (← links)
- Six decades of the FitzHugh-Nagumo model: a guide through its spatio-temporal dynamics and influence across disciplines (Q6661833) (← links)