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Statistical Long-term Synaptic Plasticity (statLTSP) (Costa et al 2017)
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<html> <p>%%<br/> %% Readme me file for Statistical long-term synaptic plasticity (statLTSP) code<br/> %%<br/> %% Reference: <a href="https://doi.org/10.1016/j.neuron.2017.09.021">Costa et al. Neuron, Volume 96, Issue 1, 27 Sept 2017, Pages 177-189</a><br/> %% </p> <p>Requirements: This code was tested in Matlab2016b on Mac OS X (but should run on other version) </p> <ol> <li>Running Fig_hippLTP.m compares the model with the data from hippocampal LTP (see the expected output in Fig_hippLTP_out.png and Figure 2 in the paper):<br/><br/> <img src="./Fig_hippLTP_out.png" alt="Fig_hippLTP_out.png" width="550"> <br/><br/> </li><li>Running statLTSP_gui.m displays a graphical interface that allows the user to play with the different parameters of the model (it should look like statLTSP_gui_out.png):<br/><br/> <img src="./statLTSP_gui_out.png" alt="statLTSP_gui_out.png" width="550"> <br/><br/> </li></ol> <p>Data: All datasets are available on Mendeley Data (see paper for more details) </p> <p>Important note: In our framework we always work with q normalised (unitless). This is because when comparing with the data we scale q by the mean q in the data (see Methods). However, for the plots we map q back to mV to be easily comparable with observed values. In addition we assume an Euclidean metric (in contrast to a Riemannian metric for example) for the gradient descent, because this was sufficient to match experimental observations. </p> <p>Note 2: You should be able to easily get the code you need and translate it to other programming languages.</p> <p/> 20180612 Rui Costa updated this archive to add clarifications to the code and readme. </html>
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