cw edit2

Author: psolsson

manuscript/manuscript.tex

@@ -361,8 +361,7 @@ \subsection{Analyzing the MSM}
 \end{equation}
 where $\pi_j$ denotes the MSM stationary weight of the $j^\textrm{th}$ microstate.
 
-In order to interpret the slowest relaxation timescales, we refer to the (right) eigenvectors of the MSM.
-We here chose the right eigenvectors as they are independent of the stationary distribution of the MSM.
+In order to interpret the slowest relaxation timescales, we refer to the (right) eigenvectors of the MSM, as they are independent of the stationary distribution of the MSM.
 This enables us to specifically study what conformational changes are happening on a particular time scale independently of the equilbrium distribution.
 The first right eigenvector corresponds to the stationary process and its eigenvalue is the Perron eigenvalue~$1$.
 The second right eigenvector, on the other hand, corresponds to the slowest process in the system.