Lecture 7 - Optical Flow and Tracking Flashcards

1
Q

What is motion estimation in image analysis?

A

Motion estimation involves determining the general motion across a sequence of images, resulting in a field of displacement vectors due to the motion of objects or the camera.

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2
Q

What are some applications of motion estimation?

A

Applications include change detection, surveillance, traffic monitoring, autonomous driving, sports analysis, motion capture, image stabilization, motion compensation, and feature tracking for 3D reconstruction.

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3
Q

Define optical flow.

A

Optical flow is the apparent motion of brightness patterns in an image sequence, assuming the intensity information of a pixel remains constant along the motion.

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4
Q

What is the optical flow constraint equation?

A
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5
Q

Explain the concept of the “aperture problem” in optical flow.

A

The aperture problem refers to the difficulty in determining the true motion of a point when observed through a small aperture, as only the component of motion perpendicular to the gradient can be measured.

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6
Q

Describe the Horn & Schunck algorithm for optical flow estimation.

A
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7
Q

What is tracking in the context of image analysis?

A

Tracking involves following the movements of objects, points, regions, or templates through their motion in a sequence of images.

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8
Q

List some applications of tracking.

A

Applications include autonomous driving, image/video editing, safety monitoring, sports broadcasting, augmented reality (AR), virtual reality (VR), and space management.

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9
Q

Explain the Lucas-Kanade method for tracking.

A
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10
Q

What is template tracking?

A

Template tracking involves using a fixed image region (template) to search for its new position in subsequent frames, accounting for transformations such as translation, rotation, and scaling.

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11
Q

Describe the concept of “track by detection”.

A

Track by detection involves detecting objects independently in each frame using an object detector and then associating detections over time to form tracks.

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12
Q

What is the role of the Kalman filter in tracking?

A

The Kalman filter is a recursive Bayesian filter used to predict the location of an object, update its state based on new observations, and reduce the search space and noise in the tracking process.

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13
Q

Provide the formula for the optical flow constraint equation.

A
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14
Q

Write the optimization problem for the Horn & Schunck algorithm.

A
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15
Q

What is the Euler-Lagrange equation used in the calculus of variations?

A
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16
Q

How does motion estimation help in 3D reconstruction?

A

Motion estimation provides correspondences between points in different frames, which can be used to infer the 3D structure of the scene using techniques like structure-from-motion.

17
Q

What are the main assumptions behind the optical flow constraint?

A

The main assumptions are that the intensity of a pixel remains constant along its trajectory and that the motion is small and smooth across the image.

18
Q

Explain the significance of the smoothness term in the Horn & Schunck algorithm.

A

The smoothness term regularizes the displacement field, ensuring that the estimated flow is smooth and reducing the effect of noise.

19
Q

How does the aperture problem affect optical flow estimation?

A

The aperture problem causes ambiguity in estimating the true motion of points, as only the component of motion perpendicular to the gradient can be measured.

20
Q

Describe the iterative process in the Lucas-Kanade method.

A

The Lucas-Kanade method iteratively estimates the displacement by linearizing the error function and solving a system of linear equations until convergence.

21
Q

What are the challenges of template tracking?

A

Challenges include handling occlusions, changes in appearance, and large displacements between frames, as well as ensuring the robustness of the template.

22
Q

Explain how the Kalman filter predicts the next position of an object.

A

The Kalman filter uses a motion model to predict the object’s position and updates the prediction based on new observations, reducing uncertainty and improving accuracy.

23
Q

What is the role of the structure tensor in the Lucas-Kanade method?

A

The structure tensor captures the intensity gradients around a point, providing a measure of local image structure and helping to solve the optical flow equations.

24
Q

How does tracking by detection differ from traditional tracking methods?

A

Tracking by detection detects objects independently in each frame and associates detections over time, rather than relying on continuous tracking of features.

25
Q

Describe the concept of “tracking by features”.

A

Tracking by features involves detecting and matching key points or features across frames, using descriptors like SIFT or HOG to maintain correspondence.

26
Q

How can regularization help in solving the aperture problem?

A

Regularization imposes additional constraints, such as smoothness, to reduce ambiguity and ensure a consistent flow field across the image.

27
Q

What are the benefits of using a recursive Bayesian filter for tracking?

A

A recursive Bayesian filter, like the Kalman filter, provides a probabilistic framework for updating the object’s state, improving robustness to noise and handling uncertainty in observations.