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Kullback-Leibler regularized shortest path on a random graph from RNA velocity data

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Optimal control of random walk on a graph

Applications of MDP as in

Todorov, E. (2009). Efficient computation of optimal actions, PNAS 106 (28), pp 11478–11483

finding shortest path (with regularizations) to sets of nodes in a random graph.

Issues

When tradeoff = 10, normalization test of controlled transition probability fails probably just because of summation errors (5% error in norm). Yet, problem solved with high accuracy.

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Kullback-Leibler regularized shortest path on a random graph from RNA velocity data

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