Oliver kosut thesis

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We study the problem of image registration in the finite-resolution regime and characterize the error probability of algorithms as a function of properties of the transformation and the image capture noise. Specifically, we define a channel- aware Feinstein decoder to obtain upper bounds on the minimum achievable error probability under finite resolution. We specifi- cally focus on the higher-order terms and use Berry-Esseen type CLTs to obtain a stronger characterization of the achievability condition for the problem. Then, we derive a strong type-counting result to characterize the performance of the MMI decoder in terms of the maximum likelihood decoder, in a simplified setting of the problem.
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Thesis/Creative Project Defense Calendar

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Oliver Kosut - Publications

Attending a defense is an excellent opportunity to celebrate the accomplishments of fellow Barrett students and to observe the defense process firsthand. If you are interested in attending, it is courteous to email the student ahead of time to inform them of your planned attendance. Look up the student email in the ASU Directory. To be included on this calendar, please fill out the Defense Reporting Form. Barrett, The Honors College. Tutor Information. Projects Advisory Board.
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