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content/notes/06-homographies.md
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content/notes/06-homographies.md
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---
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title: "06-homographies"
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tags:
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- lecture
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- cosc342
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---
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Homographies and mosaics
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- A homography* is:
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- A linear map between two planes (or views of a plane)
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- A 3 x 3 matrix, up to a scale
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- Two images of a scene are related by a homography
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- If the scene is planar, or
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- If the camera only rotates
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- 
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Homographies for planar scenes
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- Take a line in one view
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- This projects to a plane
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- That intersects the scene (another plane) at a line
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- That projects to a line in the other image
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- So lines are preserved
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- 
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> [!INFO] can create a "straight" view of a picture!
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[|300](https://i.imgur.com/BEjOoFL.png)
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> [!INFO] homography: maps points from one image to another
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> [!INFO] rephotography, mathing old photographs onto the current view of the user
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homography for rotating camera
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> [!INFO] K matric describe parameters of camera. R matric describes rotation of camera. T is zero because the camera is only rotating. H is the homograhy matrix
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@ -22,6 +22,7 @@ tags:
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- [x] [[03-2d-transforms]]
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- [x] [[03-2d-transforms]]
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- [[04-mosaicing]]
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- [[04-mosaicing]]
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- [x] [[05-feature-description-and-matching]]
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- [x] [[05-feature-description-and-matching]]
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- [ ] [[06-homographies]]
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# Info
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# Info
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