Compute meta-stable sets using PCCA++ _ and return the membership of all states to these sets.
- T ((n, n) ndarray or scipy.sparse matrix) – Transition matrix
- m (int) – Number of metastable sets
clusters – Membership vectors. clusters[i, j] contains the membership of state i to metastable state j
(n, m) ndarray
Perron cluster center analysis assigns each microstate a vector of membership probabilities. This assignement is performed using the right eigenvectors of the transition matrix. Membership probabilities are computed via numerical optimization of the entries of a membership matrix.
 Roeblitz, S and M Weber. 2013. Fuzzy spectral clustering by PCCA+: application to Markov state models and data classification. Advances in Data Analysis and Classification 7 (2): 147-179