1981
DOI: 10.1016/0031-3203(81)90009-1
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Generalizing the Hough transform to detect arbitrary shapes

Abstract: The Hough Transform is a method for detecting curves by exploiting the duality between points on a curve and parameters of that curve. The initial work showed how to detect both analytic curves [Duda and Hart, 1972;Hough, 1962] and non-analytic curves [Merlin and Farber, 1975], but these methods were restricted to binary edge images. This work was generalized to the detection of some analytic curves in grey level images, specifically lines [OIGorman and Clowes, 1973] and circles [Kimrne et al., 1975] and par… Show more

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Cited by 3,836 publications
(1,684 citation statements)
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“…To find eyeballs in obtain eye area in an image proposed system uses circular Hough Transform. The Hough transform was first introduced by Paul Hough in 1962 [14]. HTC The equation of a circle can be written as r² = (x -a) ² + (y -b) ² In above equation a and b are the coordinates for the center, while r is radius of the circle.…”
Section: Figure5 Cascade Of Classifier [E] Eye Detectionmentioning
confidence: 99%
“…To find eyeballs in obtain eye area in an image proposed system uses circular Hough Transform. The Hough transform was first introduced by Paul Hough in 1962 [14]. HTC The equation of a circle can be written as r² = (x -a) ² + (y -b) ² In above equation a and b are the coordinates for the center, while r is radius of the circle.…”
Section: Figure5 Cascade Of Classifier [E] Eye Detectionmentioning
confidence: 99%
“…To determine the degrees of four shapes in mass, we extracted the following 15 image features from the segmented mass: (F1) the area of the mass; (F2) the filling rate of the circumscribed quadrangle; (F3) the number of lines in the segmented mass obtained by the Hough transform [22]; (F4) the number of concaves; (F5) the area of concaves; (F6) the distance of the farthest point and the convex, as shown in Fig. 6; (F7) the degree of circularity; (F8) the degree of irregularity; (F9) the number of protuberances; (F10) the ratio of the height and width for the circumscribed rectangle of the segmented mass; (F11) the ratio of the minimum distance and maximum distance between the center and the edges of the segmented mass; (F12) the ratio of the perimeter and area of the segmented mass; (F13) the ratio of the perimeter of the segmented mass and the perimeter of the corresponding best-fit ellipse of the segmented mass; (F14) the ratio of the area of the segmented mass and the area of the corresponding best-fit ellipse of the segmented mass; and (F15) the degree of the indistinctness in margin as mentioned in section B.2.…”
Section: Degrees Of Four Shapes In Massmentioning
confidence: 99%
“…An alternative approach is to use shape matching to locate the boundary of a target object from an edgedetected image. The generalised Hough transform has been widely used for this purpose [26][27][28][29]. It can work in the presence of many non-target edges and tolerate any affine transformation of the target object.…”
Section: Alternative Segmentation Techniquesmentioning
confidence: 99%