Hi,
Embedding the Epiletor model in the VEP framework is mainly designed to fit Stereotactic‐electroencephalography (SEEG) data, which entails invasive recordings. Typically, we fit the envelope of SEEG data using a 2D Epileptor model in Bayesian framework (eg., see here). For simulating (pre)interictal spikes, a 6D model is often employed. Nevertheless, one can tune the parameters such as the time scale separation to get EEG resemblance data.
One of the main reason to use the VEP, is to make model-based inference, for the causal estimation and the interpretability, rather than the classifying based on the seizure onset by signal processing, due to the complexity of seizure generation and propagation (network connectivity, noise etc) . The main objective then become to estimate a bifurcation parameter (x_0 or sometimes called eta) in the 2D Epileptor model. If x_0 is less than -2.05, the region is considered healthy, exhibiting damped oscillations. Conversely, if x_0 is greater than -2.05, the region is deemed the Epileptogenic Zone (EZ), as the model displays sustained oscillations. Near the threshold value of -2.05, the region is known as the Propagation Zone (PZ), where, in the absence of coupling or noise, it exhibits damped oscillations but may be recruited to the seizure activity with coupling or noise (see Fig S2 here). Some of our works have focused on identifying the EZ by fitting the model to the envelope of SEEG data. Neverthess, by the fitting model, we the get access to the hidden states and latent dynamics, which then one can make the classification based on the onset time (e.g., see here). Nevertheless, for the sake of simplicity, one may just calculate the the envelope of seizures, and just classify the 'normal' and 'epileptic' based on the onset time (see Fig S3, in Wang et al).