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False positive reduction in lung nodule computer-aided detection based on 3D ranklet transform

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(1)False positive reduction in lung nodule computer-aided detection based on 3D ranklet transform Matteo Masotti, Todor Petkov Medical Imaging Group, Department of Physics, University of Bologna Viale Berti-Pichat 6/2, 40127, Bologna, Italy.

(2) 1. Objective. Development and evaluation of a novel 3D technique, based on 3D ranklet transform, for the reduction of false positives affecting computer-aided detection of lung nodules in computed tomography (CT) images.

(3) 2. Introduction In a typical lung nodule computer-aided detection system: ™ A first pre-screening stage is aimed at achieving high nodule detection sensitivity at the expense of a large number of false positives ™ False positives are then reduced by a second false positive reduction stage In this work, 3D ranklet coefficients are proposed as classification features in combination with a support vector machine (SVM) classifier for false positive reduction.

(4) 3. Methods :: 3D Nodule Candidates 2D nodule candidates found on segmented lung areas from contiguous sections of a CT scan are merged to form 3D nodule candidates:. …. Slice 1 True Positive (TP). Slice 2. Slice N False Positive (FP).

(5) 4. Methods :: Ranklet Transform 3D nodule candidates are submitted to 3D ranklet transform. As for the 2D case (see references [1,2]), the resulting ranklet coefficients are: ™ Non-parametric: 3D ranklet transform deals with voxels’ ranks rather than with their gray-level intensity values; i.e., given (v1, …, vN) voxels, the intensity value of each vi is replaced with the value of its order among all the other voxels (Fig. 1) ™ Multi-resolution and orientation-selective: Ranklet coefficients are calculated at different resolutions and orientations (i.e., vertical, horizontal, and diagonal) by means of a suitable stretch and shift of the 3D Haar wavelet supports used for their computation (Fig. 2).

(6) 5. Methods :: Ranklet Transform. (a). (b). Fig. 1: 3D ranklet transform deals with voxels’ ranks rather than with their gray-level intensity values. Here, the 2D equivalent is shown: intensity values of an image (a) and corresponding ranks (b). Fig. 2: 3D Haar wavelet supports used for computing ranklet coefficients.

(7) 6. Methods :: SVM classification. 3D nodule candidates encoded by means of 3D ranklet transform are classified as TPs or FPs by a previously trained SVM classifier.

(8) 7. Results :: Data Evaluation of the proposed approach is performed on data consisting of CT scans provided by European Institute of Oncology (IEO) with: ™ section thickness of 1 mm ™ nodule dimension ranging from 2.5 to 5 mm In particular: ™ 25 3D nodules are extracted using the ground truth annotations provided by experienced radiologists ™ 1048 3D non-nodules are randomly extracted from the segmented lung volume of healthy cases.

(9) 8. Results :: Evaluation Due to the limited number of available nodules, a leaveone-out scheme is adopted for evaluation purposes, thus achieving: ™ 96% sensitivity (i.e., 24/25 nodules correctly classified as healthy tissue) ™ 1% false positive fraction (i.e., 11/1048 nonnodules misclassified as nodular tissue) Classification performances reached by the proposed approach seem to be encouraging and incorporation into a larger computer-aided detection system for decreasing the number of FPs definitely is worthy of deeper investigations.

(10) 9. References [1] Masotti, M., A ranklet–based image representation for mass classification in digital mammograms, Tech. Rep. 930, University of Bologna, Department of Physics, March 2005 [2] Angelini, E.; Campanini, R.; Iampieri, E.; Lanconelli, N.; Masotti, M.; Petkov, T.; Roffilli, M., A ranklet-based CAD for digital mammography, Proceedings of the International Workshop of Digital Mammography, Manchester, 2006, In Press.

(11) 10. Further Information. Please, contact masotti@bo.infn.it. More informations on ranklets can be obtained at http://www.bo.infn.it/~masotti. Medical Imaging Group at Department of Physics, University of Bologna: http://www.bo.infn.it/mig/..

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