Fig. 9
From: Mathematical Frameworks for Oscillatory Network Dynamics in Neuroscience
A system of two oscillators governed by \(v = f(\phi)\), and interacting by pulse coupling. a The state of the system immediately after oscillator A has fired. b The state of the system just before oscillator B reaches the firing threshold. c The state of the system just after B has fired. B has jumped back to zero, and the state of A is now \(\min(1, \epsilon+ f(1 - \phi))\)