By Jun-Sik Kim, In So Kweon (auth.), P. J. Narayanan, Shree K. Nayar, Heung-Yeung Shum (eds.)
Welcometothe7thAsianConferenceonComputerVision.Itgivesusgreatpl- certain to bring on its court cases. ACCV has been making its rounds in the course of the Asian panorama and got here to India this 12 months. we're happy with the technical software now we have prepare and we are hoping you get pleasure from it. curiosity in computing device imaginative and prescient is expanding and ACCV 2006 attracted approximately 500 submission. The review crew consisted of 27 specialists serving as region Chairs and approximately 270 reviewers in all. the total strategy was once performed electronically in a double-blind manner,a ?rstfor ACCV. Eachpaper wasassignedto a space Chair who came upon 3 powerfuble reviewers for it. We have been capable of include the utmost load at the reviewers to 9 and the common load to below six. The overview shape had house for qualitative and quantitative review of the paper on 9 elements. The submitted experiences underwent an problematic approach. First, they have been visible by means of the world Chair, who resolved divergences of opinion between reviewers, if any. the world Chair then wrote qualitative reviews and a quantitative rating besides his/her preliminary suggestion at the paper. those have been checked out through application Co-chairs and compiled right into a probables record. the realm Chairs and software Co-chairs met in Beijing in the course of ICCV to debate this record and arrivedat the ?nal checklist of sixty four oral papers and 128 posters. evidently, many deserving papers couldn't be accommodated.
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Additional info for Computer Vision – ACCV 2006: 7th Asian Conference on Computer Vision, Hyderabad, India, January 13-16, 2006. Proceedings, Part II
To deal with rectangles eﬃciently, we introduce the concept of the semi-metric camera. Semi-metric cameras can be expressed with very simple forms of zeroskew cameras which are related with the aspect ratio of the scene rectangles and camera poses. Also the semi-metric cameras from general views that see an identical 3D rectangles can be regarded as pure-translating cameras. Using this formulation, an inﬁnite homography between two views is expressed simply with semimetric warping matrices and inﬁnite homography between two semi-metric cameras.
Lemma 1. If a given shape S has more than two axes of symmetry then F (ϕ, S) is a constant function. Proof. From (3) it is obvious that the function F (ϕ, S) could have exactly one maximum and one minimum on the interval [0, π), or it must be a constant function. Trivially F (0, S) = F (π, S). So, if S has more than two axes of symmetry it must be constant since F (ϕ, S) does not have more than two zeros on the interval [0, π). [[]] Remark. A direct consequence of Lemma 1 is that – F (S, ϕ) = – E(S) = 1 1 2 · (m2,0 (S) + m0,2 (S)) for all ϕ ∈ [0, π); holds for all shapes that have more than two axes of symmetry.
Chou, “Detection of Generalized Principal Axes in Rotationally Symmetric Shapes,” Patt. , Vol. 24, pp. 95-104, 1991. , “A New Convexity Measurement for Polygons,” IEEE 10. J. Zuni´ Trans. PAMI, Vol. 26, No. 7, pp. 923–934, 2004. How to Compute the Pose of an Object Without a Direct View? fr Abstract. We consider the task of computing the pose of an object relative to a camera, for the case where the camera has no direct view of the object. This problem was encountered in work on vision-based inspection of specular or shiny surfaces, that is often based on analyzing images of calibration grids or other objects, reﬂected in such a surface.