Abstract. Structure from Motion(SFM) is beset by the noise sensitivity problem. Previous works show that some motion ambiguities are inher-ent and errors in the motion estimates are inevitable. These errors may render accurate metric depth estimate difficult to obtain. However, can we still extract some valid and useful depth information from the inac-curate metric depth estimates? In this paper, the resolution of ordinal depth extracted from the inaccurate metric depth is investigated. Based on a general depth distortion model, a sufficient condition is derived for ordinal depth to be extracted validly. By studying the geometry and statistics of the image regions satisfying this condition, we found that although metric depth estimates are ...
In general, optical methods for geometrical measurements are influenced by the surface properties of...
Motion can be used to reduce the ambiguity inherent in inverting the projection of a scene having th...
10.1007/978-3-540-88690-7-25Lecture Notes in Computer Science (including subseries Lecture Notes in ...
AbstractWhen investigating the recovery of three-dimensional structure-from-motion (SFM), vision sci...
The accuracy of depth judgments that are based on binocular disparity or structure from motion (moti...
Abstract. Given that errors in the estimates for the intrinsic and extrinsic camera parameters are i...
Observers generally fail to recover three-dimensional shape accurately from binocular disparity. Typ...
AbstractIn two experiments, observers were asked to judge the relative depth of a probe and one or t...
Motion parallax is widely regarded as providing metric depth information that is equal or superior t...
In two experiments, observers were asked to judge the relative depth of a probe and one or two flank...
Obtaining exact depth from binocular disparities is hard if camera calibration is needed. We will ...
Abstract. We put forth in this paper a geometrically motivated motion error analysis which is capabl...
. In this paper, a new projective model for 3D information representation, termed relative affine de...
<div><p>Images projected onto the retinas of our two eyes come from slightly different directions in...
Purpose. Last year we demonstrated that the recognition of biological motion sequences is consistent...
In general, optical methods for geometrical measurements are influenced by the surface properties of...
Motion can be used to reduce the ambiguity inherent in inverting the projection of a scene having th...
10.1007/978-3-540-88690-7-25Lecture Notes in Computer Science (including subseries Lecture Notes in ...
AbstractWhen investigating the recovery of three-dimensional structure-from-motion (SFM), vision sci...
The accuracy of depth judgments that are based on binocular disparity or structure from motion (moti...
Abstract. Given that errors in the estimates for the intrinsic and extrinsic camera parameters are i...
Observers generally fail to recover three-dimensional shape accurately from binocular disparity. Typ...
AbstractIn two experiments, observers were asked to judge the relative depth of a probe and one or t...
Motion parallax is widely regarded as providing metric depth information that is equal or superior t...
In two experiments, observers were asked to judge the relative depth of a probe and one or two flank...
Obtaining exact depth from binocular disparities is hard if camera calibration is needed. We will ...
Abstract. We put forth in this paper a geometrically motivated motion error analysis which is capabl...
. In this paper, a new projective model for 3D information representation, termed relative affine de...
<div><p>Images projected onto the retinas of our two eyes come from slightly different directions in...
Purpose. Last year we demonstrated that the recognition of biological motion sequences is consistent...
In general, optical methods for geometrical measurements are influenced by the surface properties of...
Motion can be used to reduce the ambiguity inherent in inverting the projection of a scene having th...
10.1007/978-3-540-88690-7-25Lecture Notes in Computer Science (including subseries Lecture Notes in ...