Continuum of All-Pair Shortest-Path to All-Path via Random Walk
2013-04-19
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Continuum of All-Pair Shortest-Path to All-Path via Random Walk
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2013-04-19
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A method is proposed to compute the continuum of paths, from shortest paths to all random paths between all pairs of nodes at once in a unified way. The analysis is based on treating the network as a random walk with an additional absorbing state named evaporating state reachable with nonzero probability from any state (so called "evaporating random walk"). The probability of avoiding absorption is tuned by a single parameter varying between 0 and 1, with lower values favoring shorter paths. A computational example is used to illustrate the method.
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Golnari, Golshan; Boley, Daniel. (2013). Continuum of All-Pair Shortest-Path to All-Path via Random Walk. Retrieved from the University Digital Conservancy, https://hdl.handle.net/11299/215919.
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