Abstract

Computational models are crucial to studying the encoding of individual neurons. Static models are composed of a fixed set of parameters, thus resulting in static encoding properties that do not change under different inputs. Here, we challenge this basic concept which underlies these models. Using generalized linear models, we quantify the encoding and information processing properties of basal ganglia neurons recorded in-vitro. These properties are highly sensitive to the internal state of the neuron due to factors such as dependency on the baseline firing rate. Verification of these experimental results with simulations provides insights into the mechanisms underlying this input-dependent encoding. Thus, static models, which are not context dependent, represent only part of the neuronal encoding capabilities, and are not sufficient to represent the dynamics of a neuron over varying inputs. Input-dependent encoding is crucial for expanding our understanding of neuronal behavior in health and disease and underscores the need for a new generation of dynamic neuronal models.

Highlights

  • Computational models are crucial to studying the encoding of individual neurons

  • We focus on basal ganglia (BG) neurons since their firing rates range broadly on both the single neuron level, as well as the population level

  • (n = 57), entopeduncular nucleus (EP) (n = 29) and substantia nigra pars reticulata (SNr) (n = 32) neurons during in-vitro whole-cell recordings following the blockade of GABAergic and glutamatergic transmission

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Summary

Introduction

Computational models are crucial to studying the encoding of individual neurons. Static models are composed of a fixed set of parameters, resulting in static encoding properties that do not change under different inputs. The GLM typically incorporates a linear stimulus filter which accounts for stimulus encoding, a spike history function which captures effects such as refractory periods, bursting and other non-Poisson features of spike train statistics, and a bias term which reflects tonic firing These filters are combined to generate an input to a Poissonian neuron. GLMs belong to the family of static models which includes models utilizing multiple levels of abstraction These models are characterized by a set of parameters which account for the neuronal computational properties regardless of the inputs, forming context independent models[18,19,20]. This static structure enables the model to be a robust representation of the experimentally recorded neuron. Neurons display dynamic, input dependent enhanced computational capabilities beyond a single, static, context independent, computational model

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