Abstract

In this paper, we discuss and compare state-of-the-art 3D tracking paradigms for flying insects such as Drosophila melanogaster. If two cameras are employed to estimate the trajectories of these identical appearing objects, calculating stereo and temporal correspondences leads to an NP-hard assignment problem. Currently, there are two different types of approaches discussed in the literature: probabilistic approaches and global correspondence selection approaches. Both have advantages and limitations in terms of accuracy and complexity. Here, we present algorithms for both paradigms. The probabilistic approach utilizes the Kalman filter for temporal tracking. The correspondence selection approach calculates the trajectories based on an overall cost function. Limitations of both approaches are addressed by integrating a third camera to verify consistency of the stereo pairings and to reduce the complexity of the global selection. Furthermore, a novel greedy optimization scheme is introduced for the correspondence selection approach. We compare both paradigms based on synthetic data with ground truth availability. Results show that the global selection is more accurate, while the previously proposed tracking-by-matching (probabilistic) approach is causal and feasible for longer tracking periods and very high target densities. We further demonstrate that our extended global selection scheme outperforms current correspondence selection approaches in tracking accuracy and tracking time.

Highlights

  • The investigation of complex movement patterns of various organisms has become an integral subject of biological research

  • global correspondence selection (GCS) optimized via Gibbs sampling analogous to [23]

  • 4.1 Gibbs sampling vs. greedy optimization The first observation is related to the number of occlusions and maximal cluster sizes

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Summary

Introduction

The investigation of complex movement patterns of various organisms has become an integral subject of biological research. Locomotion is confined to two dimensions, 1.1 Related work Work on freely flying fruit flies is still in its infancy, because it requires dynamic 3D correspondence analysis [15]. This analysis involves two challenging tasks: stereo matching (i.e., correspondence between camera views) and temporal tracking (i.e., correspondence over time). Together they form the so-called general multiindex assignment problem [16]. If all correspondences are known, triangulation is used to determine the 3D positions

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