Guide-linked quiz · Hard Level
Multi-View Stereo Quiz
Checks MVS camera-pose inputs, photo-consistency, depth estimation, sparse versus dense geometry and the bundle-adjustment distinction.
Question 1 of 8
What does Multi-View Stereo typically assume is already known before it starts?
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- What does Multi-View Stereo typically assume is already known before it starts?
- The camera poses for each image
- The final 3D mesh
- The colors of every surface
- The names of objects in the scene
- What core principle does MVS use to find correct 3D points?
- Maximizing image brightness
- Photo-consistency across multiple views
- Minimizing file size
- Random sampling of pixels
- How does MVS differ from the output of Structure from Motion?
- MVS only works on a single image
- MVS ignores camera positions entirely
- MVS produces dense per-pixel depth, while SfM gives a sparse point cloud
- MVS outputs audio instead of geometry
- What does plane-sweep stereo do?
- Rotates the camera physically
- Sweeps dust off the lens
- Sorts images alphabetically
- Sweeps a virtual plane through depth and finds where views agree best
- Which surfaces are especially challenging for MVS?
- Textureless and reflective surfaces
- Brightly colored painted surfaces
- Rough stone surfaces
- Anything with sharp edges
- How do learning-based methods like MVSNet improve on classic MVS?
- They remove the need for any cameras
- They learn matching costs and depth regularization end-to-end for greater robustness
- They only work in grayscale
- They produce 2D images instead of 3D
- How may an MVS system compare a hypothesized depth across neighboring views?
- Compare only the file names
- Use the language-model perplexity
- Warp image patches and measure their appearance agreement, for example with normalized cross-correlation
- Count camera metadata fields
- After per-image depth maps are estimated, what can MVS do with them?
- Convert them into language tokens
- Replace the camera poses with labels
- Discard all cross-view information
- Fuse them into a denser point cloud or mesh and filter inconsistencies
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