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O*: A Bivariate Best First Search Framework, and O*-SCDMST to Process Optimal Sequence Traversal Query in a Graph for Trip Planning

VTIP:09-126

Optimal Sequence Traversal Query (OSTQ) asks for a minimum-cost path between a given origin and a given destination, traversing a set of points of interest without a predefined order. The traveling salesman problem is a special case of OSTQ. Due to the extensive computing time required to process this query in a large scale environment such as a large set of points of interest to be traversed in a dense urban transportation network, efficient algorithms, either optimal or sub-optimal, are necessary whenever procesing time is a consideraiton, and O*, a family algorithm of best first searches that incorporate heuristics from a problem domain to expedite the search process, was developed. O* can provide sub-optimal, optimal, and optimally efficient algorithms based on different heuristics adopted. O*-SCDMST, and O*-Dijkstra are all special cases of O*. The optimal algorithm O*-SCDMST can be used to efficiently retrieve optimal solutions in a directed graph and applied to corresponding transportation trip planning.

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For more information about this technology, please contact John Geikler at Virginia Tech Intellectual Properties.

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