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    An articulation point (or cut vertex) in a graph is a vertex that, when removed along with its associated edges, increases the number of connected components in the graph. These points are crucial in network design as they represent vulnerabilities; their failure can split the network into multiple disconnected components1.

    Naive Approach

    A simple method to find articulation points involves removing each vertex one by one and checking if the graph remains connected. This can be done using Depth First Search (DFS) or Breadth First Search (BFS). Here is a Python implementation of this approach:

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  3. Finding Articulation Points of a Graph - Baeldung

  4. Articulation Points and Bridges - HackerEarth

    In a graph, a vertex is called an articulation point if removing it and all the edges associated with it results in the increase of the number of connected components in the graph. For example consider the graph given in following figure.

  5. Explanation of Algorithm for finding articulation points or cut ...

  6. Articulation Points in a graph with examples } …

    Feb 28, 2024 · A standard way of finding the articulation point in a given graph is by removing each node one after the other. The goal is to determine if the elimination of a specific node will lead to the disconnection of the graph.

  7. Identify Articulation Points in an Undirected Graph …

    Jun 15, 2023 · An articulation point is a vertex (node) in an undirected graph whose removal, along with its associated edges, would increase the number of connected components. In simpler terms, removing an articulation point from a …

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  9. Cut-vertices (articulation points) in Graph Theory

    Jun 24, 2015 · In this article I implement an algorthm to find the articulation points in an undirected graph, also I explain biconnected components in an undirected graph and explain concepts such as edge connectivity and vertex connectivity.

  10. Finding Articulation Point (Cut Vertex) in a graph

    Apr 18, 2022 · In simple words, an articulation point is a critical vertex that can divide a graph into several sub-graphs by removing a vertex and its edges. To get a clear idea about the articulation...

  11. Bridges and Articulation Points - Swiss Olympiad in Informatics

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