Hierholzer eulerian
Algorithm: Hierholzer’s Algorithm
Purpose: Finds an Eulerian circuit in a graph, visiting every edge exactly once.
Theory: Starts at any vertex and follows edges to form a cycle; additional cycles are merged until all edges are used. Works for undirected graphs with all vertices of even degree or directed graphs with in-degree = out-degree.
Time Complexity: O(E)
Space Complexity: O(V + E)
Input: Graph as an adjacency list.
Output: Eulerian circuit as a sequence of vertices.
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