From: The shortest path problem in the stochastic networks with unstable topology
Network 2 | Network 3 | ||||||||
---|---|---|---|---|---|---|---|---|---|
(i, j) | \(q_{ij}\) | (i, j) | \(q_{ij}\) | (i, j) | \(q_{ij}\) | (i, j) | \(q_{ij}\) | (i, j) | \(q_{ij}\) |
(1,2) | 0.0397 | (3,5) | 0.3229 | (5,8) | 0.1930 | (1,2) | 0.9035 | (5,6) | 0.4611 |
(1,4) | 0.7819 | (3,6) | 0.4969 | (5,9) | 0.2432 | (1,4) | 0.0172 | (5,8) | 0.3773 |
(1,5) | 0.0883 | (4,5) | 0.0366 | (6,8) | 0.3481 | (2,3) | 0.3828 | (6,9) | 0.8620 |
(2,3) | 0.4905 | (4,7) | 0.1349 | (6,9) | 0.6039 | (2,5) | 0.5076 | (7,8) | 0.6601 |
(2,4) | 0.1362 | (4,8) | 0.7921 | (7,8) | 0.9531 | (3,6) | 0.6024 | (8,9) | 0.6725 |
(2,5) | 0.1199 | (5,6) | 0.3169 | (8,9) | 0.7373 | (4,5) | 0.2695 | Â | Â |
(2,6) | 0.1360 | (5,7) | 0.1909 | Â | Â | (4,7) | 0.7305 | Â | Â |