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Titlebook: BMVC91; Proceedings of the B Peter Mowforth (Director) Conference proceedings 1991 Springer-Verlag London Limited 1991 3D.Hough transform.S

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期刊全称BMVC91
期刊简称Proceedings of the B
影响因子2023Peter Mowforth (Director)
视频videohttp://file.papertrans.cn/181/180130/180130.mp4
图书封面Titlebook: BMVC91; Proceedings of the B Peter Mowforth (Director) Conference proceedings 1991 Springer-Verlag London Limited 1991 3D.Hough transform.S
影响因子Lewis Carroll once wrote a story about a king who wanted a very accurate map of his kingdom. The king had a pathologically fastidious eye for detail and consequently decided that the map was to be produced at a scale of 1:1. The scribes dutifully set to and, in time, the map was made. The map carried details of every tree, every rock and every blade of grass throughout the entire land. The problem occurred when they tried to use -it. First of all, the map was extraordinarily difficult to open out and line up with the countryside. Its sheer bulk meant that it took whole armies to carry it and a great host of bureaucrats and technicians to maintain the information. Such was the detail of the map that as soon as the wind blew strongly, whole sections needed to be redrawn. What was worse was that all the farmers protested because the map completely cut out the light from the sun and all the crops died. Eventually the howls of protest became so strong that the king was forced to take action. He did away with the old paper copy and decided to use the kingdom itself as the map. All lived happily ever after. There are, at least, two morals to this tale. First, you are almost certainly doom
Pindex Conference proceedings 1991
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3D Grouping by Viewpoint Consistency Ascent,owe’s incremental method fails in complex scenes, and an exhaustive tree search (eg Grimson &Lozano-Perez) is too expensive. We present a state space approach in which transitions are made which monotonically ascend a measure of viewpoint consistency.
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Invariants of a Pair of Conics Revisited,sociated matrices C. and C., we show that . (C.C.), . (C.C.) and ∣C.∣/∣C.∣ are only invariants of associated quadratic forms, but not invariants of the conies. Two of true invariants of the conies are .. Then the true invariants of the conies are geometrically interpreted, in terms of cross ratios,
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A Modal Approach to Feature-based Correspondence,el matching process allows our algorithm to cope easily with rotations and translations in the image plane, yet still give a dense correspondence. We also show positive results for scale changes and small skews, and demonstrate how reflectional symmetries can be detected.
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