Solve path costs, degrees, and connectivity from one page. Test edge lists with smart validation. See weighted network insights clearly in seconds online fast.
| Source | Target | Weight |
|---|---|---|
| A | B | 4 |
| A | C | 2 |
| B | C | 1 |
| B | D | 5 |
| C | D | 8 |
| C | E | 10 |
| D | E | 2 |
| D | F | 6 |
| E | F | 3 |
Suggested sample setup: Nodes = A, B, C, D, E, F. Source = A. Target = F. Graph type = Undirected.
It measures node count, edge count, total weight, average weight, density, weighted degrees, connectivity, adjacency matrix values, shortest paths, and spanning tree totals for suitable graphs.
Use one edge per line in this format: source,target,weight. Example: A,B,4. Labels can be letters, words, or codes, and weights can be integers or decimals.
Yes. Choose the graph type before calculating. Directed graphs keep arrow direction. Undirected graphs treat each edge as two-way for path and connectivity analysis.
Non-negative graphs use Dijkstra’s algorithm. Directed graphs with negative weights use Bellman-Ford. If a reachable negative cycle exists, shortest path values are flagged as unreliable.
An undirected negative edge can be traversed back and forth, creating an immediate negative cycle. That makes shortest path totals unstable, so the calculator warns instead.
It shows a minimum spanning tree for connected undirected graphs. If the graph is disconnected, it returns a minimum spanning forest instead of one complete tree.
Weighted degree is the sum of the weights touching a node. In directed graphs, the calculator also separates incoming weight from outgoing weight.
Yes. After calculating, use the CSV button for data export or the PDF button for a printable results report containing the summary, tables, and chart section.
Important Note: All the Calculators listed in this site are for educational purpose only and we do not guarentee the accuracy of results. Please do consult with other sources as well.