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  • [version = 1.2.0] Added functionality to compute imaginary part of coherency

Installation

pip install eeg-fConn

Usage

import numpy as np
from eeg_fConn import connectivity as con

# dummy data
data = np.random.rand(10,200)

# filtering data
filtered_data = con.filteration(data=data, f_min=8, f_max=12, fs=250)

# pli connectivity
M,V = con.pli_connectivity(sensors=10,data=filtered_data)

# plv connectivity
M,V = con.plv_connectivity(sensors=10,data=filtered_data)

# ccf connectivity
M,V = con.ccf_connectivity(sensors=10,data=filtered_data)

# coh connectivity
M,V = con.coh_connectivity(sensors=10, data=data, f_min=8, f_max=12, fs=250)

# icoh connectivity
M,V = con.icoh_connectivity(sensors=10, data=data, f_min=8, f_max=12, fs=250)

Here M and V are connectivity matrix and connectivity vector respectively.

Metadata

Release files for eeg-fConn 1.2.0

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Source distribution for eeg-fConn 1.2.0
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Table of built distributions (wheels) for eeg-fConn 1.2.0
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eeg_fConn-1.2.0-py3-none-any.whl Python 3 none any Details

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Release files / eeg_fConn-1.2.0.tar.gz

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