多目标跟踪 Resources

Showing items tagged with "多目标跟踪"

This program implements an innovative particle filter-based algorithm that integrates MCMC Bayesian Model Selection and Markov Chain Monte Carlo methodologies for target tracking applications. It effectively handles single-target tracking, multi-target tracking, and video-based target localization with superior nonlinear problem-solving capabilities compared to Kalman Filter, EKF, and UKF approaches. The implementation includes key components for particle weight updating, resampling mechanisms, and state estimation using Monte Carlo simulations. This valuable technical resource is now shared to foster collaborative development and mutual support within the research community.

MATLAB 228 views Tagged

MATLAB code for multi-target tracking featuring real-time updates through background subtraction method. The implementation demonstrates excellent performance when detecting and tracking a small number of targets (up to 8), but experiences significant performance degradation when tracking more than 8 targets.

MATLAB 237 views Tagged

Object tracking based on voting mechanisms, specifically implementing a multi-object tracking algorithm through second-order nonlinear voting. This approach matches object positions across frames by comparing feature similarities between previous and current frames using a voting strategy. The algorithm incorporates feature monitoring to address occlusion and fragmentation issues while enabling real-time feature updates. Experimental results demonstrate strong robustness against noise, shadows, occlusion, and object splits.

MATLAB 239 views Tagged

This manual primarily introduces the core concepts of particle filtering and its practical implementations in nonlinear systems, focusing on key applications such as target tracking, multi-target tracking, and battery life prediction. The handbook's distinctive advantage lies in providing complete MATLAB code examples alongside theoretical explanations, enabling readers to directly correlate mathematical formulations with practical implementations. It serves as an efficient entry point for researchers entering this field, while also offering a solid foundation for experienced practitioners to further refine algorithms and conduct advanced studies through customizable code structures.

MATLAB 284 views Tagged