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SYSTEMS AND METHODS FOR MULTIPLE INSTANCE LEARNING FOR CLASSIFICATION AND LOCALIZATION IN BIOMEDICAL IMAGING

  • US 20190295252A1
  • Filed: 03/22/2019
  • Published: 09/26/2019
  • Est. Priority Date: 03/23/2018
  • Status: Active Grant
First Claim
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1. A method of training models for classifying biomedical images, comprising:

  • generating, by an image classifier executing on one or more processors, a plurality of tiles from each biomedical image of a plurality of biomedical images, the plurality of biomedical images including a first biomedical image having a first label indicating a presence of a first condition and a second biomedical image having a second label indicating a lack of presence of the first condition or a presence of a second condition;

    establishing, by the image classifier, an inference system to determine, for each tile of the plurality of tiles in each biomedical image of the plurality of biomedical images, a score indicating a likelihood that the tile includes a feature indicative of the presence of the first condition;

    for the first biomedical image;

    selecting, by the image classifier, a first subset of tiles from the plurality of tiles having the highest scores;

    comparing, by the image classifier, the scores of the tiles in the first subset to a first threshold value corresponding to the presence of the first condition; and

    modifying, by the image classifier, the inference system responsive to determining that the scores of at least one tile of the first subset of tiles is below the first threshold value; and

    for the second biomedical image;

    selecting, by the image classifier, a second subset of tiles from the plurality of tiles having the highest scores;

    comparing, by the image classifier, the scores of the tiles in the second subset to a second threshold value corresponding to the lack of the presence of the first condition or the presence of the second condition; and

    modifying, by the image classifier, the inference system responsive to determining that the scores of at least one tile of the second subset of tiles is above the second threshold value.

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