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Shortest Path Problem

/ʃɔːrtəst pæθ ˈprɒbləm/noun
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The shortest path problem is a fundamental concept in graph theory and computer science that involves finding the path between two nodes in a network with the minimum total weight or distance. This problem forms the backbone of many real-world applications, from route optimization in GPS systems to network data flow, and its solutions must balance efficiency with accuracy in increasingly complex digital landscapes.

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