Národní úložiště šedé literatury Nalezeno 2 záznamů.  Hledání trvalo 0.00 vteřin. 
Point and Line Parameterizations Using Parallel Coordinates for Hough Transform
Juránková, Markéta ; Kälviäinen, Heikki (oponent) ; Kittler, Josef (oponent) ; Herout, Adam (vedoucí práce)
This thesis focuses on usage of parallel coordinates for line and point parameterizations. The parallel coordinate system represents the space with axes which are mutually parallel. A point from two-dimensional Euclidean space is in parallel coordinates represented by a line and a line is represented by a point. This property can by used for the Hough transform - a method, where the points of interest vote in parameter space for possible hypotheses. Parameterizations by the parallel coordinates require only rasterization of lines, therefore it is very fast and accurate. In this thesis, the parameterizations are  used for matrix code and vanishing points detection.
Point and Line Parameterizations Using Parallel Coordinates for Hough Transform
Juránková, Markéta ; Kälviäinen, Heikki (oponent) ; Kittler, Josef (oponent) ; Herout, Adam (vedoucí práce)
This thesis focuses on usage of parallel coordinates for line and point parameterizations. The parallel coordinate system represents the space with axes which are mutually parallel. A point from two-dimensional Euclidean space is in parallel coordinates represented by a line and a line is represented by a point. This property can by used for the Hough transform - a method, where the points of interest vote in parameter space for possible hypotheses. Parameterizations by the parallel coordinates require only rasterization of lines, therefore it is very fast and accurate. In this thesis, the parameterizations are  used for matrix code and vanishing points detection.

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5 Kittler, Jan
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