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Computational Imaging Laboratory
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file:///C:/AB295931/foroosh1_files/slide0001.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" caption
Computational Imaging Laboratory
3D Computer Vision
Hassan Foroosh
COT-4810
Computational Imaging Laboratory <= /span>
http= ://cil.cs.ucf.edu
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<= ![endif]>
2
What is Computer Vision?
<= span style=3D'mso-special-format:bullet;position:absolute;left:-4.54%;top:.3em; font-family:Wingdings;font-size:75%'>lIs it understanding how biological vision systems work?
lOr is it imitating biological vision systems?
lNot Exactly!!!
lComputer Vision is the study of computational theories and the algorit= hms to perform visual tasks:
Restoration, Enhancement, Editing, Extracting visual primitives (features, motion, etc.), Recovering world geometry (3D reconstruction), recovering= camera, scene understanding, …
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3
This Lecture
lComputer Vision i= s too vast of a subject to cover in 30 minutes!!!
lFocus of this talk:
lStereo Vision = ;
<= span class=3DB1B style=3D'position:absolute;left:-3.86%;top:.3em'>–Principles
<= span class=3DB1B style=3D'position:absolute;left:-3.86%;top:.3em'>–Theory
<= span class=3DB1B style=3D'position:absolute;left:-3.86%;top:.3em'>–Algorithms
<= span class=3DB2B style=3D'position:absolute;left:-3.58%;top:.3em'>lEasy = to implement and develop simple code
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4
Why Stereo Vision?
lCamera projects 3D points into 2D images:
O
P= 217;=3DQ’
P
Q
l3D Poi= nts on the same viewing line have the same 2D image:
–2D imaging results in depth information loss
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5
Stereo Vision
lThe ability to infer Depth and the 3D structure= = of a scene from two or more images taken from <= /span>different viewpoints.
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6
Recovering Depth Information:
O2
P= 217;2=3DQ’2
P
Q
O1
P= 217;1
Q= 217;1
Dept= h can be recovered with two images and triangulation.
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Stereo Vision Problems:
lCorrespo= ndence Problem:
Determining which pixel = on the left corresponds to which pixel on the right.
lReconstr= uction Problem:
Given a number of correspondence pairs and camera geometry information, find location and 3D structure of the observed objects.
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Finding Correspondences:
O2
P= 217;2 Q’2
P
Q
O1
P= 217;1
Q= 217;1
R
S
Wrong correspondences can result in large depth errors!
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9
Finding Correspondences:
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