On Projection Matrices $$\mathcal{P}^k \to \mathcal{P}^2 ,k = 3,...,6, $$ and their Applications in Computer Vision |
| |
Authors: | Wolf Lior Shashua Amnon |
| |
Abstract: | Projection matrices from projective spaces
have long been used in multiple-view geometry to model the perspective projection created by the pin-hole camera. In this work we introduce higher-dimensional mappings
for the representation of various applications in which the world we view is no longer rigid. We also describe the multi-view constraints from these new projection matrices (where k > 3) and methods for extracting the (non-rigid) structure and motion for each application. |
| |
Keywords: | dynamic structure from motion multiple view geometry multi-linear constraints |
本文献已被 SpringerLink 等数据库收录! |
|