Abstract | The degree to which individual neuronal input-output functions are modulated by voltage fluctuations, however, is not well established across different cortical areas. |
Abstract | Additionally, the extent and mechanisms of input-output modulation through fluctuations have been explored largely in simplified models of spike generation, and with limited consideration for the role of nonlinear and voltage-dependent membrane properties. |
Abstract | To address these issues, we studied fluctuation-based modulation of input-output responses in medial entorhinal cortical (MEC) stellate cells of rats, which express strong subthreshold nonlinear membrane properties. |
Author Summary | For this to be true, neuronal spike input-output behavior must be sensitive to physiological membrane voltage fluctuations. |
Author Summary | Using a combination of single cell recordings and modeling, we investigated the mechanisms through Which voltage fluctuations modulate neuronal input-output responses. |
Author Summary | We find that neurons that express an increase in membrane input resistance With depolarization show low levels of noise-mediated modulation of input-output responses due, in part, to voltage trajectories that suppress the likelihood of generating a spike in response to random current input fluctuations. |
Introduction | Because probabilistic threshold crossings associated with fluctuations lower spike threshold, enabling spike response to otherwise subthreshold inputs [5,6] , it has been hypothesized that background activity amplifies neuronal sensitivity, and in doing so permits fluctuations to modify the input-output functions of neurons [7—12]. |
Characterization of the optimal solution space: Illustration with a toy model | Linealities are reversible cycles or input-output pathways (boundary to boundary metabolite(s), see 81 Fig. |
Characterization of the optimal solution space: Illustration with a toy model | Rays are irreversible (thermodynamically infeasible) cycles or input-output pathways. |
Characterization of the optimal solution space: Illustration with a toy model | In the optimum, these subnetworks consist of reactions with correlated flux variability and have a fixed net input-output stoichiometry of reactants and products. |
CoPE-FBA 2.0 pipeline | In the constructed Ecoli subnetworks, the input-output relationship was the only constraint. |
CoPE-FBA subnetworks and F-modules | CoPE-FBA subnetworks are defined Within this flux space and have a fixed input-output relationship, Which we can write mathematically as: |
CoPE-FBA subnetworks and F-modules | Subsequently, N A and I A are the stoichiometric matrix and the flux vector of the subnetwork, and d is the fixed input-output relationship of the subnetwork. |