DocumentCode
3358167
Title
View morphing using sprites with depth
Author
Park, Youngsup ; Yoon, Kyunghyun
Author_Institution
Dept. of Image Eng., Chung-Ang Univ., Seoul, South Korea
fYear
2001
fDate
2001
Firstpage
323
Lastpage
328
Abstract
Recently there has been a great deal of interest in morphing techniques to produce intermediary images between two images. These techniques combine 2D interpolations of shape and color to make realistic special effects. The authors simulate view morphing, using sprites with depth about a pair of partially occluded images based on the epipolar geometry. The epipolar constraints improve the accuracy of the estimated disparity maps. To compute a depth map between two images, we use use a simple stereo system. Depth can be estimated from the disparity of corresponding points and is inversely proportional to disparity, used when sprites are composed. A sprite is an image with the standard three-color components (red, green, blue) and an additional channel that encodes the image´s shape. In the case of a pair of partially occluded images, whether there should be decomposed sprites to an image is the reason for attributing to reduce two problems (folds and holes), in the view morphing procedures
Keywords
computational geometry; image morphing; interpolation; realistic images; stereo image processing; 2D interpolations; decomposed sprites; depth map; epipolar constraints; epipolar geometry; estimated disparity maps; image shape encoding; intermediary images; morphing techniques; partially occluded images; realistic special effects; simple stereo system; sprite; sprites; standard three-color components; view morphing; Automatic control; Cameras; Geometry; Image reconstruction; Layout; Pixel; Rendering (computer graphics); Shape; Sprites (computer); Virtual reality;
fLanguage
English
Publisher
ieee
Conference_Titel
Information Visualisation, 2001. Proceedings. Fifth International Conference on
Conference_Location
London
Print_ISBN
0-7695-1195-3
Type
conf
DOI
10.1109/IV.2001.942077
Filename
942077
Link To Document