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| Filter | Status | Condition | Details |
|---|---|---|---|
| HTTP status | PASS | download_http_code = 200 | HTTP 200 |
| Age cutoff | PASS | download_stamp > now() - 6 MONTH | 0.7 months ago |
| History drop | PASS | isNull(history_drop_reason) | No drop reason |
| Spam/ban | PASS | fh_dont_index != 1 AND ml_spam_score = 0 | ml_spam_score=0 |
| Canonical | PASS | meta_canonical IS NULL OR = '' OR = src_unparsed | Not set |
| Property | Value |
|---|---|
| URL | http://www.geekviewpoint.com/python/graph/bellman_ford_shortest_path |
| Last Crawled | 2026-05-23 23:01:52 (20 days ago) |
| First Indexed | 2013-08-08 16:29:25 (12 years ago) |
| HTTP Status Code | 200 |
| Content | |
| Meta Title | Bellman-Ford's Shortest Path |
| Meta Description | The Bellman-Ford argument is that the longest path in any graph can have at most V-1 edges, where V is the number of vertices. Furthermore, if we perform relaxation on the set of edges once, then we will at least have determined all the one-edged shortest paths; if we traverse the set of edges twice, we will have solved at least all the two-edged shortest paths; ergo, after the V-1 iteration thru the set of edges, we will have determined all the shortest paths in the graph. |
| Meta Canonical | null |
| Boilerpipe Text | heavy column, fetched on demand |
| Markdown | heavy column, fetched on demand |
| Readable Markdown | heavy column, fetched on demand |
| ML Classification | |
| ML Categories | null |
| ML Page Types | null |
| ML Intent Types | null |
| Content Metadata | |
| Language | null |
| Author | null |
| Publish Time | not set |
| Original Publish Time | 2013-08-08 16:29:25 (12 years ago) |
| Republished | No |
| Word Count (Total) | 917 |
| Word Count (Content) | 835 |
| Links | |
| External Links | 4 |
| Internal Links | 18 |
| Technical SEO | |
| Meta Nofollow | No |
| Meta Noarchive | No |
| JS Rendered | No |
| Redirect Target | null |
| Performance | |
| Download Time (ms) | 137 |
| TTFB (ms) | 134 |
| Download Size (bytes) | 9,613 |
| Location | |
| Host ID | 110 (laksa110) |
| Partition ID | 39 |
| Root Hash | 9738621646448007910 |
| Unparsed URL | com,geekviewpoint!www,/python/graph/bellman_ford_shortest_path h80 |