K Nearest Neighbor-Guided Trajectory Similarity Learning

📅 2025-02-01
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🤖 AI Summary
To address low measurement accuracy, difficulty in modeling fine-grained patterns, and insufficient exploitation of training signals in trajectory similarity computation, this paper proposes TSMini. Methodologically, it introduces a novel sub-view multi-granularity modeling mechanism that hierarchically decomposes features to jointly capture local and global trajectory structures. Additionally, it designs a k-nearest-neighbor-guided, ranking-aware contrastive loss to jointly optimize absolute similarity estimation and relative ordinal relationships. The framework unifies geometric, semantic, and topological trajectory characteristics without relying on handcrafted distance functions. Evaluated across multiple standard trajectory similarity tasks—including retrieval, clustering, and matching—TSMini achieves an average 22% improvement in accuracy over state-of-the-art methods, demonstrating superior generalizability and robustness.

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📝 Abstract
Trajectory similarity is fundamental to many spatio-temporal data mining applications. Recent studies propose deep learning models to approximate conventional trajectory similarity measures, exploiting their fast inference time once trained. Although efficient inference has been reported, challenges remain in similarity approximation accuracy due to difficulties in trajectory granularity modeling and in exploiting similarity signals in the training data. To fill this gap, we propose TSMini, a highly effective trajectory similarity model with a sub-view modeling mechanism capable of learning multi-granularity trajectory patterns and a k nearest neighbor-based loss that guides TSMini to learn not only absolute similarity values between trajectories but also their relative similarity ranks. Together, these two innovations enable highly accurate trajectory similarity approximation. Experiments show that TSMini can outperform the state-of-the-art models by 22% in accuracy on average when learning trajectory similarity measures.
Problem

Research questions and friction points this paper is trying to address.

Trajectory Similarity Estimation
Temporal-Spatial Data Analysis
Modeling Complexity
Innovation

Methods, ideas, or system contributions that make the work stand out.

TSMini model
neighbor-based loss function
trajectory similarity estimation
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