معرفی
Andrew Novocin is an Associate Professor at the University of Delaware. He specializes in applications of algebraic number theory, pedagogical practices, and software engineering. His research focuses on symbolic computation, particularly state-of-the-art algorithms for polynomial factorization, lattice reduction, and their applications in cryptography and compressed sensing. He directs the Vertically Integrated Projects and Cyber Scholars programs at UD.
Research interests include developing high-performance open-source implementations of algorithms, creating practical lattice-based encryption schemes, and advancing polynomial arithmetic techniques. His work bridges theoretical mathematics with computational efficiency and practical software development.
Publications span topics from polynomial factorization algorithms to cryptographic applications, emphasizing algorithmic innovation and computational complexity. Notable contributions include quasi-linear time LLL-reduction algorithms and divide-and-conquer methods for polynomial operations.
Current projects aim to establish secure homomorphic encryption protocols with rigorous proofs. His work is characterized by a focus on both mathematical rigor and real-world applicability.
