What is the Kahn Algorithm and how does it work?
The Kahn Algorithm is a method for topological sorting of a directed acyclic graph (DAG). It works by repeatedly removing nodes with no incoming edges.
Can you explain the steps involved in the Kahn Algorithm?
Sure! The steps are: 1) Calculate the in-degree of each node. 2) Add all nodes with in-degree 0 to a queue. 3) While the queue is not empty, remove a node, add it to the sorted list, and decrease the in-degree of its neighbors. If any neighbor's in-degree becomes 0, add it to the queue.
What are some applications of the Kahn Algorithm?
The Kahn Algorithm is used in scheduling tasks, resolving dependencies in software builds, and in various graph-related problems.
Are there any limitations to the Kahn Algorithm?
Yes, it only works for directed acyclic graphs. If the graph has cycles, it cannot produce a valid topological sort.
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