Read Me ======= Overview -------- **gaitmod** is a Python framework for uncertainty estimation and calibration in EEG/MEG inverse source imaging. It supports both: - **Regression tasks** (continuous source estimates) - **Classification tasks** (binary activation detection) **Key Features**: - Setup of source space, BEM model, forward solution, and leadfield matrices. - Simulation of source activity and sensor-level measurements with controllable noise and source orientation (fixed or free). - Inverse problem solving and reconstruction of source time courses. - Estimation and visualization of confidence intervals and calibration analysis (expected vs. observed coverage). Supported Inverse Methods ~~~~~~~~~~~~~~~~~~~~~~~~~~ - Gamma-MAP - eLORETA - Bayesian Minimum Norm Calibration Tasks ----------------- 1. **Regression Calibration**: - Checks if simulated source currents fall within predicted confidence intervals. - Ideal: Coverage follows the diagonal (Expected vs. Observed). 2. **Classification Calibration**: - Assesses if activation probabilities match true activation frequencies. - Ideal: Calibration follows the diagonal. Main Parameters --------------- - **Estimator**: Gamma-MAP, eLORETA, Bayesian Minimum Norm - **Orientation**: Fixed or Free - **Noise Type**: Oracle, Baseline, Cross-Validation, Joint Learning - **SNR Level (α)**: Regularization strength control - **Active Sources (nnz)**: Non-zero sources Outcomes -------- - **Regression Calibration Curves** (confidence intervals) - **Classification Calibration Curves** (activation probabilities) - **Quantitative Calibration Metrics** Installation ------------ For installation, see the :doc:`Installation Guide `. Usage ----- For usage details, refer to the :doc:`Usage Guide `. Contributing ------------ We welcome contributions! For guidelines, refer to :doc:`Contributing Guide `. License ------- This project is licensed under the MIT License. See `LICENSE `_. Citation -------- If you use **gaitmod**, please cite relevant works in EEG/MEG source imaging and uncertainty quantification.