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This type of bursting has three phases: hyperpolarized silence, spiking, and depolarization block.
This type of bursting is often called square wave bursting [13, 14].
We find torus canards in this model, precisely in the transition regime from spiking to this type of bursting.
Another interesting behavioral phenomenon reshaping the type of bursting occurs in the top-left corner of the diagrams.
Here we describe the bifurcation structure of a type of bursting observed in midbrain dopamine neurons in vitro when exposed to SK K+ channel blockers.
This is an aspect of the model that provides an opportunity for further improvement in our understanding of the dynamics and bifurcation structure underlying this type of bursting.
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In the next section we will examine the transition bifurcation patterns between these types of bursting.
The first dynamic classification of bursting neurons included three types of bursting [13, 14]: square wave, parabolic and elliptical.
In conclusion, the HR system exhibits different types of bursting behavior depending on the choice of parameter s.
In this work, we propose a model that, appropriately tuned, can display several types of bursting behaviors.
We propose that torus canards exist in other models that exhibit the types of bursting - sub-Hopf/fold cycle, circle/fold cycle, and fold/fold cycle - studied here.
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