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| From | Veek M <vek.m1234@gmail.com> |
|---|---|
| Newsgroups | comp.games.development.programming.algorithms |
| Subject | Skiena, Algorithms:2e-pg148, Graph Traversal - DAG/Topological Sorting |
| Date | 2015-08-28 14:21 +0530 |
| Organization | Home |
| Message-ID | <mrp7c4$qnq$1@dont-email.me> (permalink) |
"Directed acyclic graphs are called DAGs. They arise naturally in scheduling problems, where a directed edge (x, y) indicates that activity x must occur before y. An operation called topological sorting orders the vertices of a DAG to respect these precedence constraints. Topological sorting is typically the ?rst step of any algorithm on a DAG, as will be discussed in Section 5.10.1 (page 179)." What does he mean by: "topological sorting orders the vertices of a DAG to respect these precedence constraints." A DAG is directed and has no cycles therefore by definition an edge (x,y) is from x-to->y so why does he need topo..sort to order the vertices?
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Skiena, Algorithms:2e-pg148, Graph Traversal - DAG/Topological Sorting Veek M <vek.m1234@gmail.com> - 2015-08-28 14:21 +0530
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