Enter the average amount of steps a random walk can drift from its shortest
possible path as it moves from a source to a sink, in absolute units. With
more than one source, the length of the shortest path should be interpreted
as the average of the lengths of shortest paths from each source to the
sink closest to it.
A value close to 0 corresponds to termination probability close to 0 and means
that random walks can only visit the nodes on the shortest paths from each
source to its closest sinks. The value of 2 means that on average, each random
walk visits two nodes more than necessary on the way from its origin to its
destination.
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Enter the average amount of steps a random walk can drift from its shortest
possible path as it moves from a source to a sink, as proportion of the length of
the shortest path. With
more than one source, the length of the shortest path should be interpreted
as the average of the lengths of shortest paths from each source to the
sink closest to it.
For example, if the length of the shortest path is 4, the value of 0.8
means that on average, each random walk visits 3.2 nodes more than necessary
on the way from its origin to its destination.
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