Data are based on simulations in a model of a spinal lamina I neuron (see Prescott et al., 2006 for details). (A) Output firing rate (fout) is plotted against the rate of excitatory synaptic input (fexc). Gray line shows input-output curve for no inhibition. Black lines show input-output curve for inhibition (whose input frequency is proportional to fexc) for different values of Eanion. “Inhibitory” input reduces spiking when Eanion = −65 mV, but fails to reduce spiking when Eanion = −55 mV, and actually increases spiking when Eanion = −50 mV although spike threshold is −49 mV. (B) Despite its effect on firing rate, inhibition reduced average depolarization even for Eanion = −50 mV. Thus, there is a discrepancy between modulation of firing rate and modulation of membrane potential, which is explained in C. (C) For equivalent depolarization, the model with inhibition spiked faster than the model without inhibition, regardless of the value of Eanion. (D) The effect in C is explained by shortening of the membrane time constant (τm) that accompanies the increase in membrane conductance caused by inhibitory input. (E) The shunting-induced change in passive membrane properties influence how the neuron responds to inputs with different frequencies, as shown here by power spectral analysis of the voltage response to synaptic input. The important point is summarized in the inset, which shows that the inhibited neuron (with shorter τm, black line) charges its membrane faster, and is therefore able to spike faster, than the neuron without inhibition (gray line). Thus, inhibition can ironically increase spiking even while reducing depolarization. Modified from Prescott et al. (2006).