• شماره ركورد
    69647
  • عنوان مقاله

    Color Images Edge Detection Using Gaussian Fitting Function

  • پديد آورندگان

    Al-Chalabi, Sabah Taufik A. Al-Mustansiriyah University - college of science - physics Department, Iraq , Al-Zuk, Ali Abid D. Al-Mustansiriyah University - college of science - physics Department, Iraq , Al-Quraishi, Ahmed Assal G. Kufa University - college of science - physics Department, Iraq

  • از صفحه
    122
  • تا صفحه
    131
  • تعداد صفحه
    10
  • چكيده عربي
    لا يمكن إدراج ملخص المقال
  • چكيده لاتين
    The relationship of the local image elements in homogeneous regions of the image approaches to the Gaussian function when we systemize these elements by increasing or decreasing manner. Therefore, we depended this property for recognition of the edge regions from homogeneous regions, this done via using least square algorithm to fit image data to the Gaussian function. Then calculate summation of the differences between the real values y(x) and the approximated values Y (x) from the Gaussian formula. Where the small differences are verified in the homogeneous regions of the image where the values of y(x) approach from Y(x) values, while the high differences are verified in the non-homogeneous regions (edge regions). Here we can depend on these differences in the edges recognition. We depend this algorithm to detect the edges for the color image after analysis every pixel value to(Red, Green, Blue, and Luminosity).Then apply fitting algorithm for each band then calculate the differences to each band then determine the great difference in order to compare it with threshold to determine the center element of the mask as an edge or not. The result of this algorithm produced accurate and good edges for different color images .
  • كليدواژه
    Adaptive edge detection , Gaussian fitting , least square curve fitting , fitting algorithm , Gaussian equation , regression , color edge
  • سال انتشار
    2007
  • عنوان نشريه
    مجله كليه التربيه
  • عنوان نشريه
    مجله كليه التربيه