File:Dynamic-Excitatory-and-Inhibitory-Gain-Modulation-Can-Produce-Flexible-Robust-and-Optimal-Decision-pcbi.1003099.s007.ogv
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Dynamic-Excitatory-and-Inhibitory-Gain-Modulation-Can-Produce-Flexible-Robust-and-Optimal-Decision-pcbi.1003099.s007.ogv (Ogg Theora video file, length 5.0 s, 560 × 420 pixels, 176 kbps, file size: 108 KB)
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[edit]DescriptionDynamic-Excitatory-and-Inhibitory-Gain-Modulation-Can-Produce-Flexible-Robust-and-Optimal-Decision-pcbi.1003099.s007.ogv |
English: Larger dynamic ranges allow robust decision-making for co-modulation of excitatory and inhibitory gains. Stability diagrams are shown as a function of excitatory gain for different inhibitory gains . Black dashed lines show parameters that fit the behavioral and neural experimental data, namely . For each stability diagram as a function of , dark shades show stable branches, while light shades show unstable ones. As the inhibitory gain is reduced, the dynamic range of the network decreases. Furthermore, our fitted parameters are not sensitive to small perturbations. If we increase or decrease or slightly, our model adequately performs its decision-making computations. However, if we had chosen a much smaller value of as our parameter, small perturbations in parameter values would have rendered the network incapable of performing its decision-making computations. On the other hand, we may increase , which would lead to the network performing its decision-making computations with a larger dynamic range. However, the unstable branch would then have a very large firing rate ( Hz) and not fit the neural experimental data. |
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Source | Movie S2 from Niyogi R, Wong-Lin K (2013). "Dynamic Excitatory and Inhibitory Gain Modulation Can Produce Flexible, Robust and Optimal Decision-making". PLOS Computational Biology. DOI:10.1371/journal.pcbi.1003099. PMC: 3694816. | ||
Author | Niyogi R, Wong-Lin K | ||
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Date/Time | Thumbnail | Dimensions | User | Comment | |
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current | 04:45, 5 July 2013 | 5.0 s, 560 × 420 (108 KB) | Open Access Media Importer Bot (talk | contribs) | Automatically uploaded media file from Open Access source. Please report problems or suggestions here. |
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Author | Niyogi R, Wong-Lin K |
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Usage terms | http://creativecommons.org/licenses/by/3.0/ |
Image title | Larger dynamic ranges allow robust decision-making for co-modulation of excitatory and inhibitory gains. Stability diagrams are shown as a function of excitatory gain for different inhibitory gains . Black dashed lines show parameters that fit the behavioral and neural experimental data, namely . For each stability diagram as a function of , dark shades show stable branches, while light shades show unstable ones. As the inhibitory gain is reduced, the dynamic range of the network decreases. Furthermore, our fitted parameters are not sensitive to small perturbations. If we increase or decrease or slightly, our model adequately performs its decision-making computations. However, if we had chosen a much smaller value of as our parameter, small perturbations in parameter values would have rendered the network incapable of performing its decision-making computations. On the other hand, we may increase , which would lead to the network performing its decision-making computations with a larger dynamic range. However, the unstable branch would then have a very large firing rate ( Hz) and not fit the neural experimental data. |
Software used | Xiph.Org libtheora 1.1 20090822 (Thusnelda) |
Date and time of digitizing | 2013-06 |
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