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  <title><![CDATA[Ph.D. Thesis Proposal by Jacob Alperin-Sheriff]]></title>
  <body><![CDATA[<p><strong>Title: Towards Practical Fully Homomorphic Cryptography</strong><br /><br /><strong>Jacob Alperin-Sheriff</strong><br />School of Computer Science<br />College of Computing<br />Georgia Institute of Technology<br /><br />Date: Wednesday,&nbsp;December 10th, 2014<br />Time: 10:30 AM - 12:00 PM<br />Location: KACB 3100&nbsp;<br /><br />Committee:<br />----------<br /><br />Dr. Chris Peikert, School of Computer Science, Georgia Tech (Advisor)<br />Dr. Alexandra Boldyreva, School of Computer Science, Georgia Tech<br />Dr. Richard Lipton, School of Computer Science, Georgia Tech<br />Dr. Zvika Brakerski, Department of Computer Science and Applied Mathematics, Weizmann Institute of Science<br />Dr. Matt Baker, Department of Mathematics, Georgia Tech(pending)<br /><br /><strong>Abstract:</strong><br /><br />Fully homomorphic encryption allows for computation of arbitrary functions on encrypted<br />data by a third party, while keeping the contents of the encrypted data secure. This area of<br />research has exploded in recent years following Gentry’s seminal work. However, the early<br />realizations of fully homomorphic encryption, while very interesting from a theoretical and<br />proof-of-concept perspective, are unfortunately far too inefficient to provide any use in practice.<br /><br />Our past work, which has primarily focused on efficient bootstrapping of fully homomorphic<br />encryption schemes, lies at the heart of the fastest currently existing implementations of fully<br />homomorphic encryption. In this proposal, we discuss this past work, and consider possibilities<br />for future work to improve and extend these results.</p>]]></body>
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