 |
A Closed Form Solution to the Reconstruction and Multi-View Constraints of the Degree d Apparent Contour
McKinnon, David, Jones, Barry and Lovell, Brian C. (2003-01-01). A Closed Form Solution to the Reconstruction and Multi-View Constraints of the Degree d Apparent Contour. In: Lovell, Brian C. and Maeder, Anthony J. Workshop on Digital Image Computing, Brisbane, (145-148). 7 February, 2003.
|
|
| |
| Attached Files (Some files may be inaccessible until you login with your UQ eSpace credentials) |
| Name |
Description |
MIMEType |
Size |
Downloads |
n145.pdf
|
n145.pdf |
application/pdf |
128.81KB |
217 |
| Author(s) |
McKinnon, David
Jones, Barry
Lovell, Brian C.
|
| Title of paper |
A Closed Form Solution to the Reconstruction and Multi-View Constraints of the Degree d Apparent Contour
|
| Conference name |
Workshop on Digital Image Computing
|
| Conference location |
Brisbane
|
| Conference dates |
7 February, 2003
|
| Editor(s) |
Lovell, Brian C.
Maeder, Anthony J.
|
| Publication date |
2003-01-01
|
| Volume number |
1
|
| Issue number |
1
|
| Start page |
145
|
| End page |
148
|
| Abstract/Summary |
This paper presents a novel theoretical approach to calculating the apparent contour of a smooth surface. The problem is formulated as a dual space intersection of algebraic tangent
cones, which we will consider to be the members of degree d hypersurfaces. The well known theoretical foundation for multi-view geometry is extended in light of this to solve the problems of
triangulation and forming multi-view matching constraints for degree d apparent contours.
|
| Subjects |
280208 Computer Vision
|
| Keyword(s) |
iris-research
reconstruction
surface contours
|
|
|
|
