Table 2.

Parameter distributions of the EAS population model

Parameter	Value	Comment/Reference
Characteristic frequency ${\mathrm{CF}}^{(ac)}$ in $[\mathrm{kHz}]$	Logarithmic distribution from 0.125 to 40.0	Liberman and Kiang [54]
Spontaneous spike rate ${\mathrm{SR}}^{(ac)}$ in $[\mathrm{spikes}/\mathrm{s}]$	Gaussian distribution LSR: $\mu =0.1$, $\sigma =0.1$, limits $[{10}^{-3},0.2]$ MSR: $\mu =4.0$, $\sigma =4.0$, limits $[0.2,18.0]$ HSR: $\mu =70.0$, $\sigma =30.0$, limits $[18.0,180.0]$	Bruce et al. [35]
ARP $t_{\mathit{abs}}^{(ac)}$ in $[\mu \mathrm{s}]$	Uniform dist.: limits $[208.5,691.5]$	Bruce et al. [35]
Baseline RRP $t_{\mathit{rel}}^{(ac)}$ in $[\mu \mathrm{s}]$	Uniform dist.: limits $[131.0,894.0]$	Bruce et al. [35]
Membrane capacitances $C^{(el)}$	See Table 1	Fitted to single fiber thresholds from Miller et al. [55], see Appendix 1
Suprathreshold adaptation time constants ${\tau }_{\mathit{supra}}^{(el)}$	See Table 1	To get similar refractory behavior of the ES and AS models
Dead time: $t_{\mathit{dead}}^{(el)}$	${t_{\mathit{dead}}^{(el)}=t}_{\mathit{abs}}^{(ac)}$	To get similar refractory behavior of the ES and AS models