Diversified Route Planning in Route Networks
Abstract
Efficient route planning is essential for managing urban traffic flow and individual commutes. However, existing algorithms often generate highly overlapping paths for similar origin-destination (OD) pairs. This phenomenon limits user choices and contributes to localized congestion by funneling traffic into a limited number of major roads. The Diversified k-Shortest Path (DkSP) problem addresses this challenge by seeking a set of k paths that are both near-optimal in distance and sufficiently distinct. Nevertheless, current search-based algorithms frequently encounter a trade-off between computational efficiency and result quality, leading to prohibitive query times or incomplete result sets in large-scale road networks. To address these limitations, this thesis develops a DkSP algorithm based on edge deviation and path concatenation over a precomputed Shortest Path Tree (SPT). By utilizing SPT inheritance and deviation edges, the method categorizes and assembles path candidates from sub-path segments, bypassing the overhead of repetitive Dijkstra-like traversals. A loop detection mechanism ensures path simplicity, allowing the framework to minimize query latency while preserving comprehensive search space coverage. Furthermore, Chapter 4 extends these concepts by developing a hybrid diversified routing system. This system unifies existing algorithms under a theoretical framework that identifies key performance factors, selects optimal heuristic methods, and introduces a query classification module to determine processing strategies based on estimated complexity. Recognizing that enumerating KSP is a core operation whose computational overhead often bottlenecks downstream tasks like DkSP, Chapter 5 specifically addresses the scalability issues and indexing limitations of traditional KSP solvers. By introducing iKSP, a framework that adapts the H2H index for parameter-independent pathfinding, this work provides an efficient foundation for diversified routing. Evaluations on real-world road networks confirm that iKSP significantly improves query performance over existing baselines.
Fields of Study & Subjects
Data Management and Algorithms
Transportation Planning and Optimization
Graph Theory and Algorithms
Publication details
- Publication date
- 1 January 2026
- Language
- EN
- Document type
- Thesis