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Optimal, user-friendly, object background separation

  • US 10,140,699 B2
  • Filed: 12/06/2011
  • Issued: 11/27/2018
  • Est. Priority Date: 12/07/2010
  • Status: Active Grant
First Claim
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1. A method of identifying an object of interest in digital images, the method comprising:

  • a. obtaining first samples of an intensity distribution of one or more objects of interest in one or more of the digital images based upon one or more wavelength bands;

    b. obtaining second samples of an intensity distribution of confounder objects in one or more of the digital images, at a predetermined frequency;

    c. transforming the first and second samples into an appropriate first space;

    d. performing dimensionality factor reduction on the transformed first and second samples, whereby the dimensionality factor reduction of the transformed first and second samples generates an object detector;

    e. transforming one or more of the digital images into the first space;

    f. performing dimensionality factor reduction on the transformed digital images, whereby the dimensionality factor reduction of the transformed digital images generates one or more reduced images;

    g. classifying one or more pixels of the one or more reduced images based on a comparison with the object detector, wherein the classification comprises;

    locating one or more K samples that minimize a distance to pixels in a pre-defined neighborhood; and

    classifying one or more pixels as one of abnormal and normal, using the distance to the K samples and a label associated with the K samples, wherein a lesion likelihood index Lp for a pixel p of neighborhood Np is obtained from the K nearest samples (Sk)k=1 . . . K, with labels (lk)k=1 . . . K equal to 1 for lesions and −

    1 for negative lesion confounders, by the following formula Lp

    k=1Klkexp(−



    Np

    Sk

    ) and used to automatically classify the pixel p as abnormal or normal;

    andh. identifying one or more objects of interest in the reduced digital images from the classified pixels.

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