Cluster analysis |
Hierarchical, k-means |
Wide range of applications; easy interpretation |
Not robust to highly dimensional data or large datasets; most approaches restricted to one data type; some approaches require number of clusters |
COPD[11,37], Fibromyalgia[39], Tinnitus[40], Diabetes[41], Obesity[42,43] |
Topological approaches |
TDA, manifold learning algorithms |
Able to handle highly dimensional and noisy data; does not require knowledge of number of clusters; sensitive to global and local structure |
Optimization of free parameters; computational cost; deep knowledge of topological methods for correct application |
T2D[9], Breast cancer [53], Attention deficit [52] |
Dimensionality Reduction |
Linear (PCA), Non-linear (MDS, t-SNE, Isomap, LLE) |
Able to handle highly dimensional, noisy data; does not require knowledge of number of clusters |
Optimization of free parameters; Many methods are non-parametric and do not provide information on how dimensionality was reduced; projection loss; result inconsistency; computational cost |
COPD[37,46], Changes during anesthesia[54], temporal lobe epilepsy[55] |