Keyword-Aware Optimal Route Search for Efficient Trip Planning

Keyword-Aware Optimal Route Search for Efficient Trip Planning
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This study presents a Keyword-Aware Optimal Route Search (KOR) solution for planning city trips efficiently. It involves pre-processing techniques, algorithm development, and route optimization for finding the best routes based on keywords like shopping, dining, and entertainment venues. The approach aims to enhance trip planning experiences by considering unique preferences and time constraints within a city. The research also outlines future improvements to the current methodology to further enhance route optimization and user satisfaction.

  • Route Search
  • Trip Planning
  • Optimization
  • Keyword-Aware
  • City Travel

Uploaded on Feb 19, 2025 | 0 Views


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  1. Keyword-aware Optimal Route Search Xin Cao, Lisi Chen, Gao Cong, Xiaokui Xiao School of Computer Engineering, Nanyang Technological University, Singapore

  2. Outline Introduction Problem Statement Algorithm Conclusion And Future Work

  3. Introduction Keyword-aware Optimal Route (KOR) Plan a trip within a city Keyword Shopping mall, restaurant, and pub Travel time To and from his hotel is within 4 hours

  4. Problem Statement The KOR query: To find a route: Example:

  5. Pre-processing Use Floyd-Warshall to find all pairs shortest path . . . Use an inverted file to organize the word information of nodes B+-tree

  6. Definition Node Label : Label Domination Label Treatment Label Order

  7. Algorithm: OSScaling

  8. Analysis Lemma 1: Complexity: Lemma 2: OSScaling finds the smallest OS from feasible routes Theorem:

  9. Proof: .

  10. Lemma and Definition Lemma 3: = Definition: Label Buckets . Lemma 4: If all buckets (i = 0 to r) are empty, and no feasible solution is found yet. :

  11. Algorithm: BucketBound

  12. Anaysis

  13. Conclusion And Future Work Conclusion They devise two approximation algorithms to answer KOR queries efficiently. Future Work Improve the current preprocessing approach They compute and store the best objective and budget score between every pair of border nodes Discovering popular routes from trajectories (2011)

  14. END

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