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Shortest Path Algorithm
/ˈʃɔːrtɪst pæθ ˈælɡərɪðm/noun
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A shortest path algorithm is a computational method designed to determine the path between two points in a graph that minimizes the total distance or cost, making it essential for efficient routing in networks. Beyond basic graphs, it adapts to real-world scenarios like traffic optimization or logistics, where factors like variable speeds or obstacles add layers of complexity and practicality.
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The shortest path algorithm powers features like Google Maps, which processes over 1 billion kilometers of routes daily, but it also helped prove the 'six degrees of separation' theory by showing that any two people are connected through about six acquaintances on average in social networks.
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