Estimating the synaptic current in a multiconductance AMPA receptor model.

Synaptic transmission starts after the presynaptic neuron has released diffusing neurotransmitters, leading to postsynaptic receptor activation and a postsynaptic current, mostly mediated by glutamatergic (AMPARs) receptors for excitatory neurons. Despite intense experimental and theoretical research, it is still unclear how factors such as the synaptic cleft geometry, the organization, the number and the multiconductance state of receptors, the geometry of postsynaptic density (PSD), and the neurotransmitter release location, shape the mean and the variance of the postsynaptic current and its plastic changes. To estimate the synaptic current amplitude and to account for the stochastic nature of synaptic transmission, we develop a semianalytical method in which we obtain a general expression for the coefficient of variation. The method uses the experimental data about the multiconductance channels. We find that PSD morphological changes can significantly modulate the synaptic current, which is maximally reliable (the coefficient of variation is minimal) for an optimal size of the PSD, that depends on the vesicular release active zone. We show that this optimal PSD size is due to nonlinear phenomena involving the receptor multibinding cooperativity. We conclude that changes in the PSD geometry can sustain a form of synaptic plasticity, independent of a change in the number of receptors.