public GetRectangleSum ( int x, int y, int radius ) : uint | ||
x | int | X coordinate of central point of the rectangle. |
y | int | Y coordinate of central point of the rectangle. |
radius | int | Radius of the rectangle. |
Результат | uint |
private double haarX(int row, int column, int size) { double a = integral.GetRectangleSum(column, row - size / 2, column + size / 2 - 1, row - size / 2 + size - 1); double b = integral.GetRectangleSum(column - size / 2, row - size / 2, column - size / 2 + size / 2 - 1, row - size / 2 + size - 1); return((a - b) / 255.0); }
private float haarX(int y, int x, int size) { int hsize = size / 2; int y1 = y - hsize; int y2 = y1 + size - 1; float a = integral.GetRectangleSum(x, y1, x + hsize - 1, y2); float b = integral.GetRectangleSum(x - hsize, y1, x - 1, y2); return (a - b) / 255f; }
/// <summary> /// Computes the filter for the specified integral image. /// </summary> /// /// <param name="image">The integral image.</param> /// public void Compute(IntegralImage image) { int b = (Size - 1) / 2 + 1; int c = Size / 3; int w = Size; float inv = 1f / (w * w); float Dxx, Dyy, Dxy; for (int y = 0; y < Height; y++) { for (int x = 0; x < Width; x++) { // Get the image coordinates int i = y * Step; int j = x * Step; // Compute response components Dxx = ((int)image.GetRectangleSum(j - b, i - c + 1, j - b + w - 1, i - c + 2 * c - 1) - (int)image.GetRectangleSum(j - c / 2, i - c + 1, j - c / 2 + c - 1, i - c + 2 * c - 1) * 3); Dyy = ((int)image.GetRectangleSum(j - c + 1, i - b, j - c + 2 * c - 1, i - b + w - 1) - (int)image.GetRectangleSum(j - c + 1, i - c / 2, j - c + 2 * c - 1, i - c / 2 + c - 1) * 3); Dxy = ((int)image.GetRectangleSum(j + 1, i - c, j + c, i - 1) + (int)image.GetRectangleSum(j - c, i + 1, j - 1, i + c) - (int)image.GetRectangleSum(j - c, i - c, j - 1, i - 1) - (int)image.GetRectangleSum(j + 1, i + 1, j + c, i + c)); // Normalize the filter responses with respect to their size Dxx *= inv / 255f; Dyy *= inv / 255f; Dxy *= inv / 255f; // Get the determinant of Hessian response & Laplacian sign Responses[y, x] = (Dxx * Dyy) - (0.9f * 0.9f * Dxy * Dxy); Laplacian[y, x] = (Dxx + Dyy) >= 0 ? 1 : 0; } } }
private static float sum(IntegralImage img, int row, int col, int rows, int cols) { return(img.GetRectangleSum(col, row, col + cols - 1, row + rows - 1) / 255f); }