Compute aggregate ranks based on the transition matrix from the three Markov Chain algorithms.
MC.ranks(elements, trans, a, delta)
A list with 3 components:
Number of iterations to reach the stationary distribution
The stationary distribution
The rankings based on the stationary distribution
Unique elements of the union of all input lists - second element of the output list from function trans.matrix
One of the three transition matrices build by function trans.matrix
- 4 (5 or 6)
elements of the output list from function trans.matrix
Tuning parameter to make sure Markov Chain with the transition matrix is ergodic; parameter value passed from MC
.
Convergence criterion for stationary distribution; parameter value passed from MC
.
Shili Lin <shili@stat.osu.edu>
Compute stationary distribution based on a Markov Chain transition matrix built with function trans.matrix
.
Lin, S. (2010) Space oriented rank-based data integration. Statistical Applications in Genetics and Molecular Biology 9, Article 20.
MC, trans.matrix