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Vessel Trajectory Similarity Based on Cubic B-spline Interpolation + Time-constrained Hausdorff Algorithm
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Abstract
The spatio-temporal trajectory data sampling period is large, and the general trajectory similarity is not suitable. This paper proposes a new algorithm, cubic B-spline interpolation + time-constrained Hausdorff algorithm to calculate the trajectory distance. This paper compares the time-constrained Hausdorff algorithm, cubic B-spline interpolation algorithm and cubic B-spline interpolation + time-constrained Hausdorff algorithm. The experimental results show that the cubic B-spline interpolation + time-constrained Hausdorff algorithm is significantly higher than other algorithms in the accuracy of vessel trajectory similarity.
Title: Vessel Trajectory Similarity Based on Cubic B-spline Interpolation + Time-constrained Hausdorff Algorithm
Description:
Abstract
The spatio-temporal trajectory data sampling period is large, and the general trajectory similarity is not suitable.
This paper proposes a new algorithm, cubic B-spline interpolation + time-constrained Hausdorff algorithm to calculate the trajectory distance.
This paper compares the time-constrained Hausdorff algorithm, cubic B-spline interpolation algorithm and cubic B-spline interpolation + time-constrained Hausdorff algorithm.
The experimental results show that the cubic B-spline interpolation + time-constrained Hausdorff algorithm is significantly higher than other algorithms in the accuracy of vessel trajectory similarity.
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