This paper extends our previous work by exploring the use of
a hybrid solution method for solving the connection subgraph problem.
We employ a two phase solution method, which drastically reduces the
cost of testing for infeasibility and also helps prune the search space
for MIP-based optimization. Overall, this provides a much more scalable
solution than simply optimizing a MIP model of the problem with Cplex.
We report results for semi-structured lattice instances as well as on real
data used for the construction of a wildlife corridor for grizzly bears in
the Northern Rockies region.