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A digital signature of this single CT image is generated and embedded in the image pixels using the 2-D LDSERS algorithm described in Section 1781 The signature embedded image is sent to the physician for review If more than one single image is required, then steps 2 and 3 are repeated for each image By this method, the integrity of both the 3-D volume and the extracted 2-D images can be assured during the work ow where a physician is retrieving speci c images from a 3-D volume This method can be directly applied to the IHE (Integrating the Healthcare Enterprise) key image note pro les to be discussed in Section 1710 The 2-D LDSERS algorithms was tested with four major modality types of 2D images used in current clinical practice, including CR, CT, grayscale US, and MR.



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Although color US images were not evaluated in the experiments, the LDSERS method can be used for color US images by embedding the digital signature in the three chrominance components of the color image A total of 762 images, including 152 CR images, 204 CT images, 204 grayscale US images, and 202 MR images, have been collected Most of the images collected have standard spatial and density resolution: MR (256 256 12), CT (512 512 12), and US (640 480 8), and CR images varying from 2010 1670 12 to 2510 2000 12 Thirty image sets from three most common 3-D imaging modalities, CT, US, and MR, were collected for evaluating the performance of the 3-D LDSERS algorithm The maximum number of images in these image sets was 176, while the minimum number was 10 1792 Two-dimensional LDSERS Results.





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Employee shifts and timesheet records are very similar. Both record a date and either hours scheduled or worked for an employee. Figure B-8 shows a simple model for storing shift and timesheet data.

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4.6. LATERAL SHEARING INTERFEROMETERS IN CONVERGENT LIGHT (WHITE LIGHT COMPENSATED) 4.6.1. Arrangements Based on the Michelson Interferometer The basic block diagram relating the input-output relationship in a lateral shearing interferometer in convergent light is presented again in Figure 4.22. The nearly spherical wavefront is converging to its center of curvature where the lateral shearing interferometer is placed. Due to the space constraints, the size of the lateral shearing interferometer used in convergent light is rather small. The output of the laterally shearing interferometer includes two beams with the amplitude decreased (by at least factor of 4) and the same size of the radius of curvature as the input beam (but opposite in sign). The diverging beams are tilted with respect to each other. There is an angle between the radius of curvature to the central point on one wavefront and the radius of curvature connecting the center of the displaced wavefront. If we think of the wavefront as forming a part of a spherical surface, then the sheared wavefront slides over this spherical surface. The quantity of interest is the difference between the sphere and the actual wavefront, which we are accustomed to call the wavefront aberration function, W x; y . A converging beam of light from the optical system under test enters a simple Michelson interferometer, having a thin beam splitter, as sketched in Figure 4.23. When two plane mirrors are positioned symmetrically with respect to the beam splitter (equal path condition) and perfect optical components are used, a broad zero-order fringe presents itself in the interference plane. When the plane mirrors are used, the split incident beams converge on a point on the mirror surface. This is the

Note that the same 3 x 3 matrices propagate either the dispersion function or the trajectory itself. That is, M operates on the vector (3.131) or on the vector

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