Senior Thesis Presentation: Abstract Algebra and U.S. National Security
Title: Abstract algebra and U.S. national security - Transitioning the use of the RSA algorithm in post-quantum cryptography
Speaker: Helena Holland
Advisors: Tyler White (Political Science) and Alexandra Seceleanu (Mathematics)
Date: February 29 at 1:00 pm
Location: https://unl.zoom.us/j/6734970039
Abstract:
The invention of a cryptographically relevant quantum computer would revolutionize computing power, transforming industry and national security. While a theoretical possibility at the time of this writing, the ability of quantum algorithms to solve the factoring and discrete logarithm problems, upon which the most important currently employed public-key cryptography methods depend, presents a serious threat to digital communications. This talk examines both the mathematics and government policy behind these risks and their implications for cybersecurity. Specifically, we present a case study of RSA, Shor’s algorithm, and the American Intelligence Community’s plan to transition toward quantum-resistant algorithms, analyze quantum threats and opportunities, and characterize the potential large-scale consequences of the technology.
Please consider attending to support Helena and her efforts concerning a senior thesis.