Seven algorithms were published on drusen detection, mainly focusing on area covered by drusen and total drusen volume, but also on drusen number and maximum diameter (see
Table 1). Where available, their coefficient of correlation (CC) ranged from 0.54 to 0.97 when validated against manual grading on OCT or color fundus photography (CFP). All except one algorithm
6 relied on calculation of the difference between the actual retinal pigment epithelium (RPE) segmentation and a calculated ideal RPE or Bruch's membrane. Two algorithms
6,7 used active contours for RPE segmentation in which an object is delineated by an energy-minimizing contour guided by the surrounding image (e.g., based on intensity gradients and internal forces dependent on the contour itself such as continuity and smoothness).
8 In the algorithm by Chen et al.,
9 the RPE was detected using an intensity threshold and interpolated to achieve a smooth line. First, an ideal RPE free of any deformations and then the difference between the ideal and real RPE layer were calculated for drusen identification. Finally, using an en face projection, possible false-positive drusen were removed if they are only present in one B-scan or based on their intensity or shape information. De Sisternes et al.
10 published an approach in which 11 drusen features, including information about drusen geometry, reflectivity, texture, number, area, and volume were used for the calculation of likelihood of progression from early and intermediate to exudative AMD. Piecewise linear regression with Lasso regularization was used and prediction of progression was estimated. A frequent limitation of algorithms for drusen detection was underestimation of overall drusen burden.
9,11,12 The authors attributed this to a “blind angle” of the algorithms for very small drusen with only minimum RPE elevation because of necessary preprocessing steps for noise reduction and absolute thresholds for RPE deviations detected as drusen.