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object tracking:a survey Nhat ‘Rich’ Nguyen Vision Seminar February 2010 Based on a paper by Yilmaz et al
Definition 2 Tracking is the problem of estimatingthe trajectory of an object in the image plane as it moves around a scene.
Applications 3 Motion Recognition Automated Surveillance Video  Indexing Human Computer Interaction Traffic Monitoring Vehicle Navigation
Problems Projection Noises Complex shape Complex motion Non-rigid  Occlusions Lighting Real-time 4
Questions Which object representation is suitable? Which image features should be used? How should motion, appearance of the object be modeled? 5 Help you to design  an object tracking system
Overview Object Representations Features Selection Object Detection Object Tracking Future Direction 6
1. Object Representation 7 [How to represent an object for tracking]
8 Shape - Points Centroid Multiple Points Control Points
9 Shape - Patches Rectangular Patch Elliptical Patch Multiple Patches
10 Shape - Contour Complete Contour Skeletal  Model Silhouette
11 Appearance – Prob. Densities Gaussian Histogram Mixture of  Gaussians
12 Appearance – Models Geometric  Template Active Contour Multi-view Appearance
2. Feature Selection 13 [Which feature can be easily distinguished?]
14 Color HSV RGB LAB
15 Edges Canny Edge Detector
16 Optical Flow Dense field of displacement vectors which defines the translation of each pixel
17 Texture Gray-level Co-occurence Matrix
18 Texture – Law’s measures 1-D: kernel for Level, Edge, Spot, Wave, and Ripple 2-D: convoluting a vertical and a horizontal 1-D kernel
3. Object Detection 19 [To track, we first detect.]
20 Approaches Point Detector Harris  SIFT Background Subtraction Segmentation Mean shift Graph cuts Active Contours Supervised Learning Adaptive Boosting Support Vector Machines
21 Point Detectors Harris SIFT
22 Background Subtraction
23 Segmentation
24 Segmentation - Mean shift
25 Segmentation - Mean shift
26 Segmentation – Graph-cuts
27 Segmentation – Active Contour
28 Supervised Learning Learning Examples Features Supervised Learners Input Classification
29 Adaptive Boosting
30 Support Vector Machine
4. Object Tracking 31 [State-of-the-art methods.]
32 Approaches Point Tracking [Multi-point Correspondence]  Kernel Tracking [Parametric  Transformation]  Silhouette Tracking [Contour  Evolution]
33 Taxonomy
34 Deterministic All possible  Associations Unique Associations Multi-frame Correspondence Optimal Assignment Methods: Hungarian vs. Greedy
35 Motion Constraints Proximity Small change in velocity Maximum Velocity Common Motion Rigidity
36 Examples Rotating dish Flying birds
37 State Estimation
Estimate the state of a linear system. The state is Gaussian distributed. Filters 38 Kalman The state is NOT Gaussian distributed. Particle Instead of nearest neighbor, offer a probabilistic approach for data association No entering or exiting objects Joint Probability Data Association Multiple  Hypothesis Exhaustively enumerate all possible associations.
39 Evaluation
40 Template Matching Brute force Similarity measure: cross correlation - specifies candidate template position - object template in previous frame
41 Mean Shift Tracker
42 KLT Feature Tracker Compute the translation of a rectangular region centered on an interest point. Evaluate the quality by computing the affine transformation between corresponding patches.
43 Eigen Tracker Subspace-based approach for multi-view appearance. Uses eigenspace for similarity instead of SSD, or correlation. Allows distortion in the template.
44 SVM Tracker Positive samples consist of images of the object to be tracked. Negative samples consist of images of background object. Maximizes the  SVM classification score over image region to estimate the object position. Knowledge about background object is explicitly incorporated in the tracker.
45 Evaluation
46 Shape Matching Similar to Template Matching Use Hausdorff distance measure to identify most mismatch edges. Emphasize parts of model that are not drastically affected by object motion. Examples of a person walking : head and torso vs. arms and legs.
47 State Space Model State is term of shape and motion parameters of the  contour Control points of the contour moves on the spring stiffness parameters Measurements consist of the image edges computed in the normal direction of the contour
48 Gradient Descent ,[object Object]
To find a local minimum of a function using gradient descent, one takes steps proportional to the negative of the gradient of the function at the current point.rms and legs.,[object Object]
50 Evaluation
5. Future Direction 51 [What’s left for us?]
Depth information Occlusion Resolution Moving cameras Non-overlapping view Multiple Camera Tracking 52
Broadcast news or home videos. Noisy, compressed, unstructured, multiple views. Severe occlusion, object partially visible. Employ audio in addition to video. Unconstrained Videos 53
Ability to learn object model online. Unsupervised learning of object models for multiple non-rigid moving object from a single camera. Efficient Online Estimation 54
Require detection at some point. State-of-the-art tracking methods. Point correspondence Geometric models Contour evolution Dependency on context of use. Give valuable insight and encourage new research. Concluding Remarks 55

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Object tracking survey

  • 1. object tracking:a survey Nhat ‘Rich’ Nguyen Vision Seminar February 2010 Based on a paper by Yilmaz et al
  • 2. Definition 2 Tracking is the problem of estimatingthe trajectory of an object in the image plane as it moves around a scene.
  • 3. Applications 3 Motion Recognition Automated Surveillance Video Indexing Human Computer Interaction Traffic Monitoring Vehicle Navigation
  • 4. Problems Projection Noises Complex shape Complex motion Non-rigid Occlusions Lighting Real-time 4
  • 5. Questions Which object representation is suitable? Which image features should be used? How should motion, appearance of the object be modeled? 5 Help you to design an object tracking system
  • 6. Overview Object Representations Features Selection Object Detection Object Tracking Future Direction 6
  • 7. 1. Object Representation 7 [How to represent an object for tracking]
  • 8. 8 Shape - Points Centroid Multiple Points Control Points
  • 9. 9 Shape - Patches Rectangular Patch Elliptical Patch Multiple Patches
  • 10. 10 Shape - Contour Complete Contour Skeletal Model Silhouette
  • 11. 11 Appearance – Prob. Densities Gaussian Histogram Mixture of Gaussians
  • 12. 12 Appearance – Models Geometric Template Active Contour Multi-view Appearance
  • 13. 2. Feature Selection 13 [Which feature can be easily distinguished?]
  • 14. 14 Color HSV RGB LAB
  • 15. 15 Edges Canny Edge Detector
  • 16. 16 Optical Flow Dense field of displacement vectors which defines the translation of each pixel
  • 17. 17 Texture Gray-level Co-occurence Matrix
  • 18. 18 Texture – Law’s measures 1-D: kernel for Level, Edge, Spot, Wave, and Ripple 2-D: convoluting a vertical and a horizontal 1-D kernel
  • 19. 3. Object Detection 19 [To track, we first detect.]
  • 20. 20 Approaches Point Detector Harris SIFT Background Subtraction Segmentation Mean shift Graph cuts Active Contours Supervised Learning Adaptive Boosting Support Vector Machines
  • 21. 21 Point Detectors Harris SIFT
  • 24. 24 Segmentation - Mean shift
  • 25. 25 Segmentation - Mean shift
  • 26. 26 Segmentation – Graph-cuts
  • 27. 27 Segmentation – Active Contour
  • 28. 28 Supervised Learning Learning Examples Features Supervised Learners Input Classification
  • 30. 30 Support Vector Machine
  • 31. 4. Object Tracking 31 [State-of-the-art methods.]
  • 32. 32 Approaches Point Tracking [Multi-point Correspondence] Kernel Tracking [Parametric Transformation] Silhouette Tracking [Contour Evolution]
  • 34. 34 Deterministic All possible Associations Unique Associations Multi-frame Correspondence Optimal Assignment Methods: Hungarian vs. Greedy
  • 35. 35 Motion Constraints Proximity Small change in velocity Maximum Velocity Common Motion Rigidity
  • 36. 36 Examples Rotating dish Flying birds
  • 38. Estimate the state of a linear system. The state is Gaussian distributed. Filters 38 Kalman The state is NOT Gaussian distributed. Particle Instead of nearest neighbor, offer a probabilistic approach for data association No entering or exiting objects Joint Probability Data Association Multiple Hypothesis Exhaustively enumerate all possible associations.
  • 40. 40 Template Matching Brute force Similarity measure: cross correlation - specifies candidate template position - object template in previous frame
  • 41. 41 Mean Shift Tracker
  • 42. 42 KLT Feature Tracker Compute the translation of a rectangular region centered on an interest point. Evaluate the quality by computing the affine transformation between corresponding patches.
  • 43. 43 Eigen Tracker Subspace-based approach for multi-view appearance. Uses eigenspace for similarity instead of SSD, or correlation. Allows distortion in the template.
  • 44. 44 SVM Tracker Positive samples consist of images of the object to be tracked. Negative samples consist of images of background object. Maximizes the SVM classification score over image region to estimate the object position. Knowledge about background object is explicitly incorporated in the tracker.
  • 46. 46 Shape Matching Similar to Template Matching Use Hausdorff distance measure to identify most mismatch edges. Emphasize parts of model that are not drastically affected by object motion. Examples of a person walking : head and torso vs. arms and legs.
  • 47. 47 State Space Model State is term of shape and motion parameters of the contour Control points of the contour moves on the spring stiffness parameters Measurements consist of the image edges computed in the normal direction of the contour
  • 48.
  • 49.
  • 51. 5. Future Direction 51 [What’s left for us?]
  • 52. Depth information Occlusion Resolution Moving cameras Non-overlapping view Multiple Camera Tracking 52
  • 53. Broadcast news or home videos. Noisy, compressed, unstructured, multiple views. Severe occlusion, object partially visible. Employ audio in addition to video. Unconstrained Videos 53
  • 54. Ability to learn object model online. Unsupervised learning of object models for multiple non-rigid moving object from a single camera. Efficient Online Estimation 54
  • 55. Require detection at some point. State-of-the-art tracking methods. Point correspondence Geometric models Contour evolution Dependency on context of use. Give valuable insight and encourage new research. Concluding Remarks 55